{"id":246407,"date":"2022-12-18T11:30:00","date_gmt":"2022-12-18T06:00:00","guid":{"rendered":"https:\/\/www.aakash.ac.in\/blog\/?post_type=web-story&#038;p=246407"},"modified":"2022-12-21T16:01:16","modified_gmt":"2022-12-21T10:31:16","slug":"q-a-mean-or-median-know-which-is-the-best-measure-of-central-tendency","status":"publish","type":"web-story","link":"https:\/\/www.aakash.ac.in\/blog\/web-stories\/q-a-mean-or-median-know-which-is-the-best-measure-of-central-tendency\/","title":{"rendered":"Mean or Median? Know Which Is the Best Measure of Central Tendency"},"content":{"rendered":"<p><html amp=\"\" lang=\"en\"><head><meta charSet=\"utf-8\"\/><meta name=\"viewport\" content=\"width=device-width,minimum-scale=1,initial-scale=1\"\/><script async=\"\" src=\"https:\/\/cdn.ampproject.org\/v0.js\"><\/script><script async=\"\" src=\"https:\/\/cdn.ampproject.org\/v0\/amp-story-1.0.js\" custom-element=\"amp-story\"><\/script><link href=\"https:\/\/fonts.googleapis.com\/css2?display=swap&amp;family=Merriweather%3Awght%40400%3B700\" rel=\"stylesheet\"\/>\n<style amp-boilerplate=\"\">body{-webkit-animation:-amp-start 8s steps(1,end) 0s 1 normal both;-moz-animation:-amp-start 8s steps(1,end) 0s 1 normal both;-ms-animation:-amp-start 8s steps(1,end) 0s 1 normal both;animation:-amp-start 8s steps(1,end) 0s 1 normal both}@-webkit-keyframes -amp-start{from{visibility:hidden}to{visibility:visible}}@-moz-keyframes -amp-start{from{visibility:hidden}to{visibility:visible}}@-ms-keyframes -amp-start{from{visibility:hidden}to{visibility:visible}}@-o-keyframes -amp-start{from{visibility:hidden}to{visibility:visible}}@keyframes -amp-start{from{visibility:hidden}to{visibility:visible}}<\/style>\n<p><noscript><\/p>\n<style amp-boilerplate=\"\">body{-webkit-animation:none;-moz-animation:none;-ms-animation:none;animation:none}<\/style>\n<p><\/noscript><\/p>\n<style amp-custom=\"\">\n              h1, h2, h3 { font-weight: normal; }<\/p>\n<p>              amp-story-page {\n                background-color: #131516;\n              }<\/p>\n<p>              amp-story-grid-layer {\n                overflow: visible;\n              }<\/p>\n<p>              @media (max-aspect-ratio: 9 \/ 16)  {\n                @media (min-aspect-ratio: 320 \/ 678) {\n                  amp-story-grid-layer.grid-layer {\n                    margin-top: calc((100% \/ 0.5625 - 100% \/ 0.6666666666666666) \/ 2);\n                  }\n                }\n              }<\/p>\n<p>              @media not all and (min-resolution:.001dpcm) {\n                @media {\n                  p.text-wrapper > span {\n                    font-size: calc(100% - 0.5px);\n                  }\n                }\n              }<\/p>\n<p>              .page-fullbleed-area,\n              .page-background-overlay-area {\n                position: absolute;\n                overflow: hidden;\n                width: 100%;\n                left: 0;\n                height: calc(1.1851851851851851 * 100%);\n                top: calc((1 - 1.1851851851851851) * 100% \/ 2);\n              }<\/p>\n<p>              .element-overlay-area {\n                position: absolute;\n                width: 100%;\n                height: 100%;\n                top: 0;\n                left: 0;\n              }<\/p>\n<p>              .page-safe-area {\n                overflow: visible;\n                position: absolute;\n                top: 0;\n                bottom: 0;\n                left: 0;\n                right: 0;\n                width: 100%;\n                height: calc(0.84375 * 100%);\n                margin: auto 0;\n              }<\/p>\n<p>              .mask {\n                position: absolute;\n                overflow: hidden;\n              }<\/p>\n<p>              .fill {\n                position: absolute;\n                top: 0;\n                left: 0;\n                right: 0;\n                bottom: 0;\n                margin: 0;\n              }<\/p>\n<p>              @media (prefers-reduced-motion: no-preference) {\n                .animation-wrapper {\n                  opacity: var(--initial-opacity);\n                  transform: var(--initial-transform);\n                }\n              }<\/p>\n<p>              amp-story-grid-layer.align-bottom {\n                align-content: end;\n                padding: 0;\n              }<\/p>\n<p>              .captions-area {\n                padding: 0 32px 0;\n              }<\/p>\n<p>              amp-story-captions {\n                margin-bottom: 16px;\n                text-align: center;\n              }<\/p>\n<p>              amp-story-captions span {\n                display: inline-block;\n                margin: 0;\n                padding: 6px 12px;\n                vertical-align: middle;\n                border-radius: 15px;\n                background: rgba(11, 11, 11, 0.6);\n                color: rgba(255, 255, 255, 1);\n                font-family: -apple-system, BlinkMacSystemFont, \"Segoe UI\", Roboto, Oxygen-Sans, Ubuntu, Cantarell, \"Helvetica Neue\", sans-serif;;\n                font-size: calc(4 * var(--story-page-vw));\n                line-height: 1.4;\n                word-break: break-word;\n                word-wrap: break-word;\n                overflow-wrap: break-word;\n              }\n              <\/style>\n<p><meta name=\"web-stories-replace-head-start\"\/><title>Mean or Median? Know Which Is the Best Measure of Central Tendency<\/title><link rel=\"canonical\" href=\"https:\/\/www.aakash.ac.in\/blog\/web-stories\/q-a-mean-or-median-know-which-is-the-best-measure-of-central-tendency\/\"\/><meta name=\"web-stories-replace-head-end\"\/><\/head><body><amp-story standalone=\"\" publisher=\"Aakash BYJU&#x27;S Blog\" publisher-logo-src=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/08\/blue.png\" title=\"Mean or Median? Know Which Is the Best Measure of Central Tendency\" poster-portrait-src=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/cropped-mean-and-median-2.jpg\"><amp-story-page id=\"98dceaab-5c0c-40b3-92ea-ce9fc4679882\"><amp-story-grid-layer template=\"vertical\" aspect-ratio=\"412:618\" class=\"grid-layer\"><\/p>\n<div class=\"page-fullbleed-area\" style=\"background-color:#7ee1d2\">\n<div class=\"page-safe-area\">\n<div style=\"position:absolute;pointer-events:none;left:0;top:-9.25926%;width:100%;height:118.51852%;opacity:1\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0\" class=\"mask\" id=\"el-a23d9aba-992c-482b-b29d-0c21e61d8343\">\n<div class=\"fill\" style=\"will-change:transform\"><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<p><\/amp-story-grid-layer><amp-story-grid-layer template=\"vertical\" aspect-ratio=\"412:618\" class=\"grid-layer\"><\/p>\n<div class=\"page-fullbleed-area\">\n<div class=\"page-safe-area\">\n<div style=\"position:absolute;pointer-events:none;left:11.65049%;top:1.45631%;width:9.95146%;height:6.6343%;opacity:1\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0\" class=\"mask\" id=\"el-b63a2158-65f5-46e4-a6ae-cc1b68dc2dd9\">\n<div style=\"position:absolute;width:100%;height:100.0001%;left:0%;top:-0.00005%\" data-leaf-element=\"true\"><amp-img layout=\"fill\" src=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/08\/Aakash-Icon-Blue-PNG.png\" alt=\"Aakash Icon Blue PNG\" srcSet=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/08\/Aakash-Icon-Blue-PNG.png 96w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/08\/Aakash-Icon-Blue-PNG-75x75.png 75w\" sizes=\"(min-width: 1024px) 4vh, 10vw\" disable-inline-width=\"true\"><\/amp-img><\/div>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:8.98058%;top:62.13592%;width:82.28155%;height:2.75081%;opacity:1\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0;border-radius:0.5899705014749262% 0.5899705014749262% 0.5899705014749262% 0.5899705014749262% \/ 11.76470588235294% 11.76470588235294% 11.76470588235294% 11.76470588235294%\" id=\"el-d5ad2b0e-cdf1-48d5-aaef-4b3dd845a0e5\">\n<p class=\"fill text-wrapper\" style=\"white-space:pre-line;overflow-wrap:break-word;word-break:break-word;margin:0.11769911504424754% 0;font-family:&quot;Merriweather&quot;,serif;font-size:0.226537em;line-height:1.2;text-align:center;padding:0;color:#000000\"><span>By Team Aakash Byju&#8217;s | 18th December 2022<\/span><\/p>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:calc(11.77184% - 4px);top:calc(72.16828% - 4px);width:calc(76.45631% + 8px);height:calc(19.57929% + 8px);opacity:1\">\n<div style=\"top:0;left:0;right:0;bottom:0;width:100%;height:100%;position:absolute;border-width:4px 4px 4px 4px;border-color:rgba(255,211,0,1);border-style:solid;border-radius:9.523809523809524% 9.523809523809524% 9.523809523809524% 9.523809523809524% \/ 24.793388429752067% 24.793388429752067% 24.793388429752067% 24.793388429752067%;pointer-events:initial;display:block;z-index:0\" class=\"mask\" id=\"el-737b7ead-a0d7-44bc-89f1-dc2c11d79c25\">\n<div class=\"fill\" style=\"background-color:#842b81;will-change:transform\"><\/div>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:13.1068%;top:77.02265%;width:73.78641%;height:11.97411%;opacity:1\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0;border-radius:0.6578947368421052% 0.6578947368421052% 0.6578947368421052% 0.6578947368421052% \/ 2.7027027027027026% 2.7027027027027026% 2.7027027027027026% 2.7027027027027026%\" id=\"el-332383f4-41da-4044-9947-a46bed5a4953\">\n<h1 class=\"fill text-wrapper\" style=\"white-space:pre-line;overflow-wrap:break-word;word-break:break-word;margin:0.18749999999999953% 0;font-family:&quot;Merriweather&quot;,serif;font-size:0.323625em;line-height:1.2;text-align:center;padding:0;color:#000000\"><span><span style=\"font-weight: 700; color: #edf6f6\">Mean or Median?&nbsp;<\/span><br \/>\n<span style=\"font-weight: 700; color: #edf6f6\">Know Which Is the Best Measure of Central Tendency<\/span><\/span><\/h1>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:3.15534%;top:6.79612%;width:93.20388%;height:53.39806%;opacity:1\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0\" class=\"mask\" id=\"el-5abe712f-579a-410e-b0da-6c397042771e\">\n<div style=\"position:absolute;width:100%;height:116.44892%;left:0%;top:-8.22446%\" data-leaf-element=\"true\"><amp-img layout=\"fill\" 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style=\"position:absolute;pointer-events:none;left:0;top:-9.25926%;width:100%;height:118.51852%;opacity:1\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0\" class=\"mask\" id=\"el-a0171ae3-3a57-4280-a9b4-52f61eba8e41\">\n<div class=\"fill\" style=\"will-change:transform\"><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<p><\/amp-story-grid-layer><amp-story-grid-layer template=\"vertical\" aspect-ratio=\"412:618\" class=\"grid-layer\"><\/p>\n<div class=\"page-fullbleed-area\">\n<div class=\"page-safe-area\">\n<div style=\"position:absolute;pointer-events:none;left:14.80583%;top:51.94175%;width:73.54369%;height:7.9288%;opacity:1\">\n<div id=\"anim-afb8b4b5-fb57-4e8d-9d8f-a625f9694530\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:0;--initial-transform:none\">\n<div id=\"anim-ccdbc955-911a-474b-b267-2fbc8b651a6a\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:1;--initial-transform:translate3d(-120.13202%, 0px, 0)\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0;border-radius:0.6600660066006601% 0.6600660066006601% 0.6600660066006601% 0.6600660066006601% \/ 4.081632653061225% 4.081632653061225% 4.081632653061225% 4.081632653061225%\" id=\"el-57ae9d5f-b63b-4ef0-8abb-0b87e0606b8a\">\n<p class=\"fill text-wrapper\" style=\"white-space:pre-line;overflow-wrap:break-word;word-break:break-word;margin:0.18811881188118765% 0;font-family:&quot;Merriweather&quot;,serif;font-size:0.323625em;line-height:1.2;text-align:left;padding:0;color:#000000\"><span>Give one example of a situation in which<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:14.80583%;top:64.88673%;width:73.54369%;height:7.76699%;opacity:1\">\n<div id=\"anim-97d15034-bcc4-4434-a299-ade905b01261\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:0;--initial-transform:none\">\n<div id=\"anim-055a895f-c7f8-47ca-85f2-85980fcbb90d\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:1;--initial-transform:translate3d(-120.13202%, 0px, 0)\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0;border-radius:0.6600660066006601% 0.6600660066006601% 0.6600660066006601% 0.6600660066006601% \/ 4.166666666666666% 4.166666666666666% 4.166666666666666% 4.166666666666666%\" id=\"el-ebe467cf-c970-494e-b723-b8be34640360\">\n<p class=\"fill text-wrapper\" style=\"white-space:pre-line;overflow-wrap:break-word;word-break:break-word;margin:0.18811881188118765% 0;font-family:&quot;Merriweather&quot;,serif;font-size:0.323625em;line-height:1.2;text-align:left;padding:0;color:#000000\"><span>(i) The mean is an appropriate measure of central tendency.<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:14.56311%;top:77.83172%;width:73.54369%;height:11.97411%;opacity:1\">\n<div id=\"anim-6f395541-f463-4ef0-87ef-c31075505c51\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:0;--initial-transform:none\">\n<div id=\"anim-858ca306-443f-4339-a434-c918665a80e1\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:1;--initial-transform:translate3d(-119.80198%, 0px, 0)\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0;border-radius:0.6600660066006601% 0.6600660066006601% 0.6600660066006601% 0.6600660066006601% \/ 2.7027027027027026% 2.7027027027027026% 2.7027027027027026% 2.7027027027027026%\" id=\"el-0fd835ab-de9d-4a96-a258-66721289c0b1\">\n<p class=\"fill text-wrapper\" style=\"white-space:pre-line;overflow-wrap:break-word;word-break:break-word;margin:0.18811881188118765% 0;font-family:&quot;Merriweather&quot;,serif;font-size:0.323625em;line-height:1.2;text-align:left;padding:0;color:#000000\"><span>(ii) Not the mean but the median is an appropriate measure of central tendency.<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:-1.69903%;top:-14.72492%;width:101.94175%;height:62.78317%;opacity:1\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0\" class=\"mask\" id=\"el-1a1ad480-6ee7-42fe-9d91-9ea390d5d44c\">\n<div style=\"position:absolute;width:112.93946%;height:100%;left:-6.46973%;top:0%\" data-leaf-element=\"true\"><amp-img layout=\"fill\" src=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/shutterstock_224371447-scaled.jpg\" alt=\"An,Open,Book,With,A,Gray,Cover.,Science,Icons,Doodle\" srcSet=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/shutterstock_224371447-scaled.jpg 2560w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/shutterstock_224371447-2048x1676.jpg 2048w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/shutterstock_224371447-1536x1257.jpg 1536w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/shutterstock_224371447-1200x982.jpg 1200w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/shutterstock_224371447-1140x933.jpg 1140w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/shutterstock_224371447-1024x838.jpg 1024w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/shutterstock_224371447-768x628.jpg 768w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/shutterstock_224371447-750x614.jpg 750w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/shutterstock_224371447-300x245.jpg 300w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/shutterstock_224371447-150x123.jpg 150w\" sizes=\"(min-width: 1024px) 46vh, 102vw\" disable-inline-width=\"true\"><\/amp-img><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<p><\/amp-story-grid-layer><\/amp-story-page><amp-story-page id=\"bcaf616e-d376-4310-a742-c34ce0894089\"><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-01e46ca4-d568-4c9c-b9dc-8d7e16d25a69\",\"keyframes\":{\"opacity\":[0,1]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-0986ae27-909b-4279-be61-8fa7f8d6d5e7\",\"keyframes\":{\"transform\":[\"translate3d(-120.13202%, 0px, 0)\",\"translate3d(0px, 0px, 0)\"]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-d9b93546-831c-44e0-b353-7cbd07ea6c47\",\"keyframes\":{\"opacity\":[0,1]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-e32af7db-641d-439d-aaed-b5c144ef47a6\",\"keyframes\":{\"transform\":[\"translate3d(-120.13202%, 0px, 0)\",\"translate3d(0px, 0px, 0)\"]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-c4a564b6-f5db-40a7-9b03-c03e31d05260\",\"keyframes\":{\"opacity\":[0,1]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-ac71052d-9b04-4adf-a6af-833a1f9b1636\",\"keyframes\":{\"transform\":[\"translate3d(-266.6666%, 0px, 0)\",\"translate3d(0px, 0px, 0)\"]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-880f2429-d714-42f4-a09e-3a9b24c6db5d\",\"keyframes\":{\"opacity\":[0,1]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-27d3e6d3-0a00-4988-bfc9-dfb384c74852\",\"keyframes\":{\"transform\":[\"translate3d(-395.34881%, 0px, 0)\",\"translate3d(0px, 0px, 0)\"]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-grid-layer template=\"vertical\" aspect-ratio=\"412:618\" class=\"grid-layer\"><\/p>\n<div class=\"page-fullbleed-area\" style=\"background-color:#7ee1d2\">\n<div class=\"page-safe-area\">\n<div style=\"position:absolute;pointer-events:none;left:0;top:-9.25926%;width:100%;height:118.51852%;opacity:1\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0\" class=\"mask\" id=\"el-92f73b67-467f-4c6d-889a-5d25dc1cac93\">\n<div class=\"fill\" style=\"will-change:transform\"><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<p><\/amp-story-grid-layer><amp-story-grid-layer template=\"vertical\" aspect-ratio=\"412:618\" class=\"grid-layer\"><\/p>\n<div class=\"page-fullbleed-area\">\n<div class=\"page-safe-area\">\n<div style=\"position:absolute;pointer-events:none;left:14.80583%;top:51.94175%;width:73.54369%;height:11.8123%;opacity:1\">\n<div id=\"anim-01e46ca4-d568-4c9c-b9dc-8d7e16d25a69\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:0;--initial-transform:none\">\n<div id=\"anim-0986ae27-909b-4279-be61-8fa7f8d6d5e7\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:1;--initial-transform:translate3d(-120.13202%, 0px, 0)\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0;border-radius:0.6600660066006601% 0.6600660066006601% 0.6600660066006601% 0.6600660066006601% \/ 2.73972602739726% 2.73972602739726% 2.73972602739726% 2.73972602739726%\" id=\"el-a42f9820-8055-4a8a-9cec-cf6a6ec07b97\">\n<p class=\"fill text-wrapper\" style=\"white-space:pre-line;overflow-wrap:break-word;word-break:break-word;margin:0.18811881188118765% 0;font-family:&quot;Merriweather&quot;,serif;font-size:0.323625em;line-height:1.2;text-align:left;padding:0;color:#000000\"><span>If the data are close to each other, then the <span style=\"font-weight: 700\">mean<\/span> is the best measure of the centre.<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:-0.72816%;top:-13.75405%;width:100%;height:61.8123%;opacity:1\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0\" class=\"mask\" id=\"el-b336de21-5eb9-4fb9-8822-b8b899aee4e0\">\n<div style=\"position:absolute;width:100%;height:228.39543%;left:0%;top:-44.63607%\" data-leaf-element=\"true\"><amp-img layout=\"fill\" src=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/mean-and-median-2.jpg\" alt=\"mean and median-2\" srcSet=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/mean-and-median-2.jpg 850w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/mean-and-median-2-768x1626.jpg 768w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/mean-and-median-2-750x1588.jpg 750w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/mean-and-median-2-725x1536.jpg 725w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/mean-and-median-2-484x1024.jpg 484w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/mean-and-median-2-150x318.jpg 150w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/mean-and-median-2-142x300.jpg 142w\" sizes=\"(min-width: 1024px) 45vh, 100vw\" disable-inline-width=\"true\"><\/amp-img><\/div>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:14.80583%;top:67.1521%;width:73.54369%;height:15.69579%;opacity:1\">\n<div id=\"anim-d9b93546-831c-44e0-b353-7cbd07ea6c47\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:0;--initial-transform:none\">\n<div id=\"anim-e32af7db-641d-439d-aaed-b5c144ef47a6\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:1;--initial-transform:translate3d(-120.13202%, 0px, 0)\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0;border-radius:0.6600660066006601% 0.6600660066006601% 0.6600660066006601% 0.6600660066006601% \/ 2.0618556701030926% 2.0618556701030926% 2.0618556701030926% 2.0618556701030926%\" id=\"el-0a0cd78c-7eb1-4df5-b24c-58ca7926c1f5\">\n<p class=\"fill text-wrapper\" style=\"white-space:pre-line;overflow-wrap:break-word;word-break:break-word;margin:0.18811881188118765% 0;font-family:&quot;Merriweather&quot;,serif;font-size:0.323625em;line-height:1.2;text-align:left;padding:0;color:#000000\"><span>If some observations in the data are far from one another, then the <span style=\"font-weight: 700\">median<\/span> is the best measure of the centre.<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:14.80583%;top:33.17152%;width:33.25243%;height:5.17799%;opacity:1\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0\" class=\"mask\" id=\"el-f30c1a13-4745-4191-97c2-29338d5f098f\">\n<div class=\"fill\" style=\"background-color:#fff;will-change:transform\"><\/div>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:24.27184%;top:33.98058%;width:14.56311%;height:4.04531%;opacity:1\">\n<div id=\"anim-c4a564b6-f5db-40a7-9b03-c03e31d05260\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:0;--initial-transform:none\">\n<div id=\"anim-ac71052d-9b04-4adf-a6af-833a1f9b1636\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:1;--initial-transform:translate3d(-266.6666%, 0px, 0)\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0;border-radius:3.3333333333333335% 3.3333333333333335% 3.3333333333333335% 3.3333333333333335% \/ 8% 8% 8% 8%\" id=\"el-a9f000d5-a56b-40d4-86b7-695f166f3394\">\n<p class=\"fill text-wrapper\" style=\"white-space:pre-line;overflow-wrap:break-word;word-break:break-word;margin:0.9499999999999975% 0;font-family:&quot;Merriweather&quot;,serif;font-size:0.323625em;line-height:1.2;text-align:left;padding:0;color:#000000\"><span>Mean<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:55.33981%;top:33.49515%;width:33.25243%;height:5.17799%;opacity:1\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0\" class=\"mask\" id=\"el-bb93329c-f8d1-4070-ad72-77a0373b6003\">\n<div class=\"fill\" style=\"background-color:#fff;will-change:transform\"><\/div>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:61.65049%;top:34.46602%;width:20.87379%;height:4.04531%;opacity:1\">\n<div id=\"anim-880f2429-d714-42f4-a09e-3a9b24c6db5d\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:0;--initial-transform:none\">\n<div id=\"anim-27d3e6d3-0a00-4988-bfc9-dfb384c74852\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:1;--initial-transform:translate3d(-395.34881%, 0px, 0)\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0;border-radius:2.3255813953488373% 2.3255813953488373% 2.3255813953488373% 2.3255813953488373% \/ 8% 8% 8% 8%\" id=\"el-79478823-94ad-492c-84f0-6e60d8683066\">\n<p class=\"fill text-wrapper\" style=\"white-space:pre-line;overflow-wrap:break-word;word-break:break-word;margin:0.6627906976744169% 0;font-family:&quot;Merriweather&quot;,serif;font-size:0.323625em;line-height:1.2;text-align:left;padding:0;color:#000000\"><span>Median<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<p><\/amp-story-grid-layer><\/amp-story-page><amp-story-page id=\"83fcdae7-98b9-4705-902d-6ee27d302fa4\"><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-9eef6b15-5ae4-4cc0-993f-4d04f040ff02 [data-leaf-element=\\\"true\\\"]\",\"keyframes\":{\"transform\":[\"translate3d(0%, 0, 0) translate(25%, 0%) scale(1.5)\",\"translate3d(0%, 0, 0) translate(0%, 0%) scale(1)\"]},\"delay\":0,\"duration\":2000,\"easing\":\"cubic-bezier(.14,.34,.47,.9)\",\"fill\":\"forwards\"}]<\/script><\/amp-story-animation><amp-story-grid-layer template=\"vertical\" aspect-ratio=\"412:618\" class=\"grid-layer\"><\/p>\n<div class=\"page-fullbleed-area\" style=\"background-color:#073b7f\">\n<div class=\"page-safe-area\">\n<div style=\"position:absolute;pointer-events:none;left:0;top:-9.25926%;width:100%;height:118.51852%;opacity:1\">\n<div id=\"anim-9eef6b15-5ae4-4cc0-993f-4d04f040ff02\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0\" class=\"mask\" id=\"el-7476ed6c-2a3f-4cd6-a00b-547fc9e6cbb5\">\n<div style=\"position:absolute;width:100%;height:100%;left:0%;top:0%\" data-leaf-element=\"true\"><amp-img layout=\"fill\" src=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/foundation-2.3.png\" alt=\"foundation 2.3\" srcSet=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/foundation-2.3.png 720w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/foundation-2.3-576x1024.png 576w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/foundation-2.3-169x300.png 169w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/foundation-2.3-150x267.png 150w\" sizes=\"(min-width: 1024px) 45vh, 100vw\" disable-inline-width=\"true\"><\/amp-img><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<p><\/amp-story-grid-layer><amp-story-grid-layer template=\"vertical\" aspect-ratio=\"412:618\" class=\"grid-layer\"><\/p>\n<div class=\"page-fullbleed-area\">\n<div class=\"page-safe-area\"><\/div>\n<\/div>\n<p><\/amp-story-grid-layer><amp-story-page-outlink layout=\"nodisplay\" cta-image=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/10\/logo.png\" theme=\"light\"><a href=\"https:\/\/byjus.com\/aakash-byjus-free-trial-class\/?utm_source=seobanner&amp;utm_medium=4th-webstory&amp;utm_campaign=freeliveclasses\" rel=\"\">Book A Trial Class<\/a><\/amp-story-page-outlink><\/amp-story-page><amp-story-page id=\"46df7c01-2bd0-43c8-8b13-0b61f5577474\"><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-bec4e2db-9e73-4caf-907d-5e9387b67f95\",\"keyframes\":{\"opacity\":[0,1]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-dd83c3e7-132e-48fe-8d28-c2d34acfcb0b\",\"keyframes\":{\"transform\":[\"translate3d(-120.13202%, 0px, 0)\",\"translate3d(0px, 0px, 0)\"]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-c0bfaf8d-aeed-4a04-9e1b-763707990919\",\"keyframes\":{\"opacity\":[0,1]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-b924fe37-84d0-4296-b85f-2db573c317e0\",\"keyframes\":{\"transform\":[\"translate3d(-120.13202%, 0px, 0)\",\"translate3d(0px, 0px, 0)\"]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-15379aaa-d40a-4253-8539-5f5854216c6c\",\"keyframes\":{\"opacity\":[0,1]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-05f1c4d4-e47d-490f-b0a7-aeee16b34af1\",\"keyframes\":{\"transform\":[\"translate3d(-119.80198%, 0px, 0)\",\"translate3d(0px, 0px, 0)\"]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-grid-layer template=\"vertical\" aspect-ratio=\"412:618\" class=\"grid-layer\"><\/p>\n<div class=\"page-fullbleed-area\" style=\"background-color:#7ee1d2\">\n<div class=\"page-safe-area\">\n<div style=\"position:absolute;pointer-events:none;left:0;top:-9.25926%;width:100%;height:118.51852%;opacity:1\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0\" class=\"mask\" id=\"el-64b1a621-908a-4d52-9e04-2648990e1f91\">\n<div class=\"fill\" style=\"will-change:transform\"><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<p><\/amp-story-grid-layer><amp-story-grid-layer template=\"vertical\" aspect-ratio=\"412:618\" class=\"grid-layer\"><\/p>\n<div class=\"page-fullbleed-area\">\n<div class=\"page-safe-area\">\n<div style=\"position:absolute;pointer-events:none;left:14.80583%;top:51.94175%;width:73.54369%;height:11.97411%;opacity:1\">\n<div id=\"anim-bec4e2db-9e73-4caf-907d-5e9387b67f95\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:0;--initial-transform:none\">\n<div id=\"anim-dd83c3e7-132e-48fe-8d28-c2d34acfcb0b\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:1;--initial-transform:translate3d(-120.13202%, 0px, 0)\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0;border-radius:0.6600660066006601% 0.6600660066006601% 0.6600660066006601% 0.6600660066006601% \/ 2.7027027027027026% 2.7027027027027026% 2.7027027027027026% 2.7027027027027026%\" id=\"el-c0af99c8-384e-4c54-83d8-444356ca1b67\">\n<p class=\"fill text-wrapper\" style=\"white-space:pre-line;overflow-wrap:break-word;word-break:break-word;margin:0.18811881188118765% 0;font-family:&quot;Merriweather&quot;,serif;font-size:0.323625em;line-height:1.2;text-align:left;padding:0;color:#000000\"><span>Consider the data that has the list of heights of plants in a garden.<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:0.24272%;top:-13.75405%;width:100%;height:61.8123%;opacity:1\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0\" class=\"mask\" id=\"el-3e114cde-9234-4d99-a850-2e01e8e0b7ac\">\n<div style=\"position:absolute;width:108.72522%;height:100%;left:-4.36261%;top:0%\" data-leaf-element=\"true\"><amp-img layout=\"fill\" src=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/02\/Templet-720-x-614.jpg\" alt=\"Templet -720 x 614\" srcSet=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/02\/Templet-720-x-614.jpg 720w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/02\/Templet-720-x-614-300x256.jpg 300w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/02\/Templet-720-x-614-150x128.jpg 150w\" sizes=\"(min-width: 1024px) 45vh, 100vw\" disable-inline-width=\"true\"><\/amp-img><\/div>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:14.56311%;top:81.22977%;width:73.54369%;height:11.97411%;opacity:1\">\n<div id=\"anim-15379aaa-d40a-4253-8539-5f5854216c6c\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:0;--initial-transform:none\">\n<div id=\"anim-05f1c4d4-e47d-490f-b0a7-aeee16b34af1\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:1;--initial-transform:translate3d(-119.80198%, 0px, 0)\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0;border-radius:0.6600660066006601% 0.6600660066006601% 0.6600660066006601% 0.6600660066006601% \/ 2.7027027027027026% 2.7027027027027026% 2.7027027027027026% 2.7027027027027026%\" id=\"el-ae2c2a28-a66e-4d89-a64a-42dbbcbbf018\">\n<p class=\"fill text-wrapper\" style=\"white-space:pre-line;overflow-wrap:break-word;word-break:break-word;margin:0.18811881188118765% 0;font-family:&quot;Merriweather&quot;,serif;font-size:0.323625em;line-height:1.2;text-align:left;padding:0;color:#000000\"><span>It can be noticed that almost all the plants have heights close to each other.<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:14.80583%;top:68.60841%;width:73.54369%;height:8.09061%;opacity:1\">\n<div id=\"anim-c0bfaf8d-aeed-4a04-9e1b-763707990919\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:0;--initial-transform:none\">\n<div id=\"anim-b924fe37-84d0-4296-b85f-2db573c317e0\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:1;--initial-transform:translate3d(-120.13202%, 0px, 0)\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0;border-radius:0.6600660066006601% 0.6600660066006601% 0.6600660066006601% 0.6600660066006601% \/ 4% 4% 4% 4%\" id=\"el-667bd44c-b89b-4d00-9bc9-ec2ea27c6d1f\">\n<p class=\"fill text-wrapper\" style=\"white-space:pre-line;overflow-wrap:break-word;word-break:break-word;margin:0.18811881188118765% 0;font-family:&quot;Merriweather&quot;,serif;font-size:0.323625em;line-height:1.2;text-align:left;padding:0;color:#000000\"><span>60 cm, 64.3 cm, 76.1 cm, 65.8 cm, 73 cm.<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<p><\/amp-story-grid-layer><\/amp-story-page><amp-story-page id=\"6b8868d5-eb40-4d1f-9695-9f7f581e5caf\"><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-859d0816-dd39-452e-86bc-b262d42af67a\",\"keyframes\":{\"opacity\":[0,1]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-50f9524f-b575-4a44-8b12-03f02d0c788e\",\"keyframes\":{\"transform\":[\"translate3d(-120.13202%, 0px, 0)\",\"translate3d(0px, 0px, 0)\"]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-c2ce178c-9e42-4032-aaf6-30518b15f55c\",\"keyframes\":{\"opacity\":[0,1]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-06f32dc7-bcc0-4d40-8bb9-c3b1a7c83516\",\"keyframes\":{\"transform\":[\"translate3d(-120.13202%, 0px, 0)\",\"translate3d(0px, 0px, 0)\"]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-grid-layer template=\"vertical\" aspect-ratio=\"412:618\" class=\"grid-layer\"><\/p>\n<div class=\"page-fullbleed-area\" style=\"background-color:#7ee1d2\">\n<div class=\"page-safe-area\">\n<div style=\"position:absolute;pointer-events:none;left:0;top:-9.25926%;width:100%;height:118.51852%;opacity:1\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0\" class=\"mask\" id=\"el-3417d7e8-e6f2-4f49-8729-7d9a217162a1\">\n<div class=\"fill\" style=\"will-change:transform\"><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<p><\/amp-story-grid-layer><amp-story-grid-layer template=\"vertical\" aspect-ratio=\"412:618\" class=\"grid-layer\"><\/p>\n<div class=\"page-fullbleed-area\">\n<div class=\"page-safe-area\">\n<div style=\"position:absolute;pointer-events:none;left:14.80583%;top:51.94175%;width:73.54369%;height:19.57929%;opacity:1\">\n<div id=\"anim-859d0816-dd39-452e-86bc-b262d42af67a\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:0;--initial-transform:none\">\n<div id=\"anim-50f9524f-b575-4a44-8b12-03f02d0c788e\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:1;--initial-transform:translate3d(-120.13202%, 0px, 0)\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0;border-radius:0.6600660066006601% 0.6600660066006601% 0.6600660066006601% 0.6600660066006601% \/ 1.6528925619834711% 1.6528925619834711% 1.6528925619834711% 1.6528925619834711%\" id=\"el-2899cc12-7dd4-447e-966f-1b158712dd65\">\n<p class=\"fill text-wrapper\" style=\"white-space:pre-line;overflow-wrap:break-word;word-break:break-word;margin:0.18811881188118765% 0;font-family:&quot;Merriweather&quot;,serif;font-size:0.323625em;line-height:1.2;text-align:left;padding:0;color:#000000\"><span>Hence the heights of plants in a garden can be an example situation where finding the mean is an appropriate measure of central tendency.<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:-0.72816%;top:-13.75405%;width:100.97087%;height:61.8123%;opacity:1\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0\" class=\"mask\" id=\"el-bd1fb792-a59f-40b4-958b-c462505b7466\">\n<div style=\"position:absolute;width:100%;height:193.60092%;left:0%;top:-46.80046%\" data-leaf-element=\"true\"><amp-img layout=\"fill\" src=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/07\/plant.jpg\" alt=\"plant\" srcSet=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/07\/plant.jpg 720w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/07\/plant-576x1024.jpg 576w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/07\/plant-169x300.jpg 169w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/07\/plant-150x267.jpg 150w\" sizes=\"(min-width: 1024px) 45vh, 101vw\" disable-inline-width=\"true\"><\/amp-img><\/div>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:14.80583%;top:74.11003%;width:73.54369%;height:8.09061%;opacity:1\">\n<div id=\"anim-c2ce178c-9e42-4032-aaf6-30518b15f55c\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:0;--initial-transform:none\">\n<div id=\"anim-06f32dc7-bcc0-4d40-8bb9-c3b1a7c83516\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:1;--initial-transform:translate3d(-120.13202%, 0px, 0)\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0;border-radius:0.6600660066006601% 0.6600660066006601% 0.6600660066006601% 0.6600660066006601% \/ 4% 4% 4% 4%\" id=\"el-0f5f56b1-1941-4479-8539-f1c407c85faa\">\n<p class=\"fill text-wrapper\" style=\"white-space:pre-line;overflow-wrap:break-word;word-break:break-word;margin:0.18811881188118765% 0;font-family:&quot;Merriweather&quot;,serif;font-size:0.323625em;line-height:1.2;text-align:left;padding:0;color:#000000\"><span>60 cm, 64.3 cm, 76.1 cm,&nbsp;<br \/>\n65.8 cm, 73 cm.<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<p><\/amp-story-grid-layer><\/amp-story-page><amp-story-page id=\"20959d11-1087-4532-bf76-85776a04e169\"><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-f1b9e21b-309d-4c9d-9644-1bad26a1a56c\",\"keyframes\":{\"opacity\":[0,1]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-8d1ca791-c16f-4327-ac04-1fa7c20d60b5\",\"keyframes\":{\"transform\":[\"translate3d(-120.13202%, 0px, 0)\",\"translate3d(0px, 0px, 0)\"]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-grid-layer template=\"vertical\" aspect-ratio=\"412:618\" class=\"grid-layer\"><\/p>\n<div class=\"page-fullbleed-area\" style=\"background-color:#7ee1d2\">\n<div class=\"page-safe-area\">\n<div style=\"position:absolute;pointer-events:none;left:0;top:-9.25926%;width:100%;height:118.51852%;opacity:1\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0\" class=\"mask\" id=\"el-a1574675-e40b-4d57-a14d-02fb58aa643c\">\n<div class=\"fill\" style=\"will-change:transform\"><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<p><\/amp-story-grid-layer><amp-story-grid-layer template=\"vertical\" aspect-ratio=\"412:618\" class=\"grid-layer\"><\/p>\n<div class=\"page-fullbleed-area\">\n<div class=\"page-safe-area\">\n<div style=\"position:absolute;pointer-events:none;left:14.80583%;top:51.94175%;width:73.54369%;height:19.57929%;opacity:1\">\n<div id=\"anim-f1b9e21b-309d-4c9d-9644-1bad26a1a56c\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:0;--initial-transform:none\">\n<div id=\"anim-8d1ca791-c16f-4327-ac04-1fa7c20d60b5\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:1;--initial-transform:translate3d(-120.13202%, 0px, 0)\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0;border-radius:0.6600660066006601% 0.6600660066006601% 0.6600660066006601% 0.6600660066006601% \/ 1.6528925619834711% 1.6528925619834711% 1.6528925619834711% 1.6528925619834711%\" id=\"el-97dd88b1-1686-468a-abbb-d26830b3c030\">\n<p class=\"fill text-wrapper\" style=\"white-space:pre-line;overflow-wrap:break-word;word-break:break-word;margin:0.18811881188118765% 0;font-family:&quot;Merriweather&quot;,serif;font-size:0.323625em;line-height:1.2;text-align:left;padding:0;color:#000000\"><span>Mean =<\/p>\n<p>&nbsp;(60+64.3+76.1+65.8+73) \u00f7 5<br \/>\n&nbsp;<br \/>\n= 67.84 cm.<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:-0.72816%;top:-13.75405%;width:100.97087%;height:61.8123%;opacity:1\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0\" class=\"mask\" id=\"el-91a1b6f3-5b01-4574-bcb1-0669c5ce90ce\">\n<div style=\"position:absolute;width:100%;height:145.14397%;left:0%;top:-11.72308%\" data-leaf-element=\"true\"><amp-img layout=\"fill\" src=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/cropped-poster-mean.jpg\" alt=\"poster-mean\" srcSet=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/cropped-poster-mean.jpg 640w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/cropped-poster-mean-225x300.jpg 225w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/cropped-poster-mean-150x200.jpg 150w\" sizes=\"(min-width: 1024px) 45vh, 101vw\" disable-inline-width=\"true\"><\/amp-img><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<p><\/amp-story-grid-layer><\/amp-story-page><amp-story-page id=\"fbb4140e-63cc-490d-8d54-b389e5f1dcdb\"><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-a5ebcae1-48c6-4231-b5ee-ee8a76c1f06c\",\"keyframes\":{\"opacity\":[0,1]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-a4c583f6-ba47-4cf7-912d-3f0c8dd2ae87\",\"keyframes\":{\"transform\":[\"translate3d(-120.13202%, 0px, 0)\",\"translate3d(0px, 0px, 0)\"]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-7166e70c-a2e6-4e78-8c99-d48a2b863aa7\",\"keyframes\":{\"opacity\":[0,1]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-727be6b4-6180-4198-9001-af1fb123b335\",\"keyframes\":{\"transform\":[\"translate3d(-119.80198%, 0px, 0)\",\"translate3d(0px, 0px, 0)\"]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-9bc4f91b-2f1b-40fe-82a2-3169831d78f9\",\"keyframes\":{\"opacity\":[0,1]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-43bcfa13-0fa0-4f57-931f-b85784dc5680\",\"keyframes\":{\"transform\":[\"translate3d(-119.80198%, 0px, 0)\",\"translate3d(0px, 0px, 0)\"]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-c949fa50-9400-4e78-ba1c-81379133f267\",\"keyframes\":{\"opacity\":[0,1]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-ee4647a9-52a9-4454-931f-bcfebb24f05e\",\"keyframes\":{\"transform\":[\"translate3d(-418.33324%, 0px, 0)\",\"translate3d(0px, 0px, 0)\"]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-grid-layer template=\"vertical\" aspect-ratio=\"412:618\" class=\"grid-layer\"><\/p>\n<div class=\"page-fullbleed-area\" style=\"background-color:#7ee1d2\">\n<div class=\"page-safe-area\">\n<div style=\"position:absolute;pointer-events:none;left:0;top:-9.25926%;width:100%;height:118.51852%;opacity:1\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0\" class=\"mask\" id=\"el-ae246210-1184-4431-9925-d57249faa15f\">\n<div class=\"fill\" style=\"will-change:transform\"><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<p><\/amp-story-grid-layer><amp-story-grid-layer template=\"vertical\" aspect-ratio=\"412:618\" class=\"grid-layer\"><\/p>\n<div class=\"page-fullbleed-area\">\n<div class=\"page-safe-area\">\n<div style=\"position:absolute;pointer-events:none;left:14.80583%;top:51.94175%;width:73.54369%;height:11.97411%;opacity:1\">\n<div id=\"anim-a5ebcae1-48c6-4231-b5ee-ee8a76c1f06c\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:0;--initial-transform:none\">\n<div id=\"anim-a4c583f6-ba47-4cf7-912d-3f0c8dd2ae87\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:1;--initial-transform:translate3d(-120.13202%, 0px, 0)\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0;border-radius:0.6600660066006601% 0.6600660066006601% 0.6600660066006601% 0.6600660066006601% \/ 2.7027027027027026% 2.7027027027027026% 2.7027027027027026% 2.7027027027027026%\" id=\"el-86700a36-6f08-4cb1-a71b-e2ef7c5efd41\">\n<p class=\"fill text-wrapper\" style=\"white-space:pre-line;overflow-wrap:break-word;word-break:break-word;margin:0.18811881188118765% 0;font-family:&quot;Merriweather&quot;,serif;font-size:0.323625em;line-height:1.2;text-align:left;padding:0;color:#000000\"><span>Consider the observations of marks obtained by 10th-grade students.<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:-0.72816%;top:-13.75405%;width:101.45631%;height:61.8123%;opacity:1\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0\" class=\"mask\" id=\"el-f3161d17-8cc1-433e-8a21-55dbec0d0629\">\n<div style=\"position:absolute;width:100%;height:231.72158%;left:0%;top:-33.01093%\" data-leaf-element=\"true\"><amp-img layout=\"fill\" src=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/mean-2.jpg\" alt=\"mean-2\" srcSet=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/mean-2.jpg 850w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/mean-2-768x1626.jpg 768w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/mean-2-750x1588.jpg 750w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/mean-2-725x1536.jpg 725w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/mean-2-484x1024.jpg 484w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/mean-2-150x318.jpg 150w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/mean-2-142x300.jpg 142w\" sizes=\"(min-width: 1024px) 46vh, 101vw\" disable-inline-width=\"true\"><\/amp-img><\/div>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:14.56311%;top:80.58252%;width:73.54369%;height:8.09061%;opacity:1\">\n<div id=\"anim-9bc4f91b-2f1b-40fe-82a2-3169831d78f9\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:0;--initial-transform:none\">\n<div id=\"anim-43bcfa13-0fa0-4f57-931f-b85784dc5680\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:1;--initial-transform:translate3d(-119.80198%, 0px, 0)\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0;border-radius:0.6600660066006601% 0.6600660066006601% 0.6600660066006601% 0.6600660066006601% \/ 4% 4% 4% 4%\" id=\"el-f059a7a7-9cd7-486c-b576-0c2009ca0487\">\n<p class=\"fill text-wrapper\" style=\"white-space:pre-line;overflow-wrap:break-word;word-break:break-word;margin:0.18811881188118765% 0;font-family:&quot;Merriweather&quot;,serif;font-size:0.323625em;line-height:1.2;text-align:left;padding:0;color:#000000\"><span>Note that, 41 and 98 are too far from one another.<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:14.56311%;top:68.12298%;width:73.54369%;height:8.09061%;opacity:1\">\n<div id=\"anim-7166e70c-a2e6-4e78-8c99-d48a2b863aa7\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:0;--initial-transform:none\">\n<div id=\"anim-727be6b4-6180-4198-9001-af1fb123b335\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:1;--initial-transform:translate3d(-119.80198%, 0px, 0)\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0;border-radius:0.6600660066006601% 0.6600660066006601% 0.6600660066006601% 0.6600660066006601% \/ 4% 4% 4% 4%\" id=\"el-3b0763eb-50c8-4cae-aed4-17d5995e6768\">\n<p class=\"fill text-wrapper\" style=\"white-space:pre-line;overflow-wrap:break-word;word-break:break-word;margin:0.18811881188118765% 0;font-family:&quot;Merriweather&quot;,serif;font-size:0.323625em;line-height:1.2;text-align:left;padding:0;color:#000000\"><span>41, 46, 51, 48, 55, 58, 69, 85, 98<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:35.19417%;top:40.12945%;width:33.25243%;height:5.17799%;opacity:1\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0\" class=\"mask\" id=\"el-4dccb848-15d3-4e10-952c-d1b4a32e32a1\">\n<div class=\"fill\" style=\"background-color:#fff;will-change:transform\"><\/div>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:46.35922%;top:40.7767%;width:14.56311%;height:4.04531%;opacity:1\">\n<div id=\"anim-c949fa50-9400-4e78-ba1c-81379133f267\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:0;--initial-transform:none\">\n<div id=\"anim-ee4647a9-52a9-4454-931f-bcfebb24f05e\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:1;--initial-transform:translate3d(-418.33324%, 0px, 0)\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0;border-radius:3.3333333333333335% 3.3333333333333335% 3.3333333333333335% 3.3333333333333335% \/ 8% 8% 8% 8%\" id=\"el-b91342e0-df91-46d8-a22b-4d6b0b9d7c13\">\n<p class=\"fill text-wrapper\" style=\"white-space:pre-line;overflow-wrap:break-word;word-break:break-word;margin:0.9499999999999975% 0;font-family:&quot;Merriweather&quot;,serif;font-size:0.323625em;line-height:1.2;text-align:left;padding:0;color:#000000\"><span>Mean<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<p><\/amp-story-grid-layer><\/amp-story-page><amp-story-page id=\"314f4de8-e483-45eb-b90b-71ca9394a9d8\"><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-25a46d8c-a9e4-4fdf-813b-d1eb86bf690d\",\"keyframes\":{\"opacity\":[0,1]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-dfacef2e-4b42-4323-9488-0c7c58d59e2b\",\"keyframes\":{\"transform\":[\"translate3d(-120.13202%, 0px, 0)\",\"translate3d(0px, 0px, 0)\"]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-59427fba-8bbc-4ab6-96a5-7d8cb66103e1\",\"keyframes\":{\"opacity\":[0,1]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-37d7c307-4d84-411d-869f-42fa8822129f\",\"keyframes\":{\"transform\":[\"translate3d(-119.80198%, 0px, 0)\",\"translate3d(0px, 0px, 0)\"]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-4be83626-7d33-44a6-9b80-862b35851f0b\",\"keyframes\":{\"opacity\":[0,1]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-2fdacbf0-54e6-4444-a1d8-e4dcdfbf2242\",\"keyframes\":{\"transform\":[\"translate3d(-119.80198%, 0px, 0)\",\"translate3d(0px, 0px, 0)\"]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-grid-layer template=\"vertical\" aspect-ratio=\"412:618\" class=\"grid-layer\"><\/p>\n<div class=\"page-fullbleed-area\" style=\"background-color:#7ee1d2\">\n<div class=\"page-safe-area\">\n<div style=\"position:absolute;pointer-events:none;left:0;top:-9.25926%;width:100%;height:118.51852%;opacity:1\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0\" class=\"mask\" id=\"el-25199f82-c413-4317-ac56-cad3630adedb\">\n<div class=\"fill\" style=\"will-change:transform\"><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<p><\/amp-story-grid-layer><amp-story-grid-layer template=\"vertical\" aspect-ratio=\"412:618\" class=\"grid-layer\"><\/p>\n<div class=\"page-fullbleed-area\">\n<div class=\"page-safe-area\">\n<div style=\"position:absolute;pointer-events:none;left:14.80583%;top:51.94175%;width:73.54369%;height:11.97411%;opacity:1\">\n<div id=\"anim-25a46d8c-a9e4-4fdf-813b-d1eb86bf690d\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:0;--initial-transform:none\">\n<div id=\"anim-dfacef2e-4b42-4323-9488-0c7c58d59e2b\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:1;--initial-transform:translate3d(-120.13202%, 0px, 0)\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0;border-radius:0.6600660066006601% 0.6600660066006601% 0.6600660066006601% 0.6600660066006601% \/ 2.7027027027027026% 2.7027027027027026% 2.7027027027027026% 2.7027027027027026%\" id=\"el-ad5d1644-f2f2-4dc9-b4b7-7c999c89db66\">\n<p class=\"fill text-wrapper\" style=\"white-space:pre-line;overflow-wrap:break-word;word-break:break-word;margin:0.18811881188118765% 0;font-family:&quot;Merriweather&quot;,serif;font-size:0.323625em;line-height:1.2;text-align:left;padding:0;color:#000000\"><span>Here finding the <span style=\"font-weight: 700\">median<\/span> would be the appropriate measure of central tendency.<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:-2.6699%;top:-13.75405%;width:102.91262%;height:61.8123%;opacity:1\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0\" class=\"mask\" id=\"el-bf750eda-627f-419b-8b5c-fa6e7575715b\">\n<div style=\"position:absolute;width:100%;height:235.04772%;left:0%;top:-41.40745%\" data-leaf-element=\"true\"><amp-img layout=\"fill\" src=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/median-3-1.jpg\" alt=\"median-3\" srcSet=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/median-3-1.jpg 850w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/median-3-1-768x1626.jpg 768w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/median-3-1-750x1588.jpg 750w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/median-3-1-725x1536.jpg 725w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/median-3-1-484x1024.jpg 484w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/median-3-1-150x318.jpg 150w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/median-3-1-142x300.jpg 142w\" sizes=\"(min-width: 1024px) 46vh, 103vw\" disable-inline-width=\"true\"><\/amp-img><\/div>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:14.56311%;top:80.58252%;width:73.54369%;height:15.85761%;opacity:1\">\n<div id=\"anim-59427fba-8bbc-4ab6-96a5-7d8cb66103e1\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:0;--initial-transform:none\">\n<div id=\"anim-37d7c307-4d84-411d-869f-42fa8822129f\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:1;--initial-transform:translate3d(-119.80198%, 0px, 0)\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0;border-radius:0.6600660066006601% 0.6600660066006601% 0.6600660066006601% 0.6600660066006601% \/ 2.0408163265306123% 2.0408163265306123% 2.0408163265306123% 2.0408163265306123%\" id=\"el-6e33e40d-e558-4099-8038-5a7e44525a2a\">\n<p class=\"fill text-wrapper\" style=\"white-space:pre-line;overflow-wrap:break-word;word-break:break-word;margin:0.18811881188118765% 0;font-family:&quot;Merriweather&quot;,serif;font-size:0.323625em;line-height:1.2;text-align:left;padding:0;color:#000000\"><span>41, 46, 48, 51, <span style=\"font-weight: 700\">55<\/span>, 58, 69, 85, 98 (Arranged in ascending order)<br \/>\nMedian = 55<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:14.56311%;top:68.12298%;width:73.54369%;height:8.09061%;opacity:1\">\n<div id=\"anim-4be83626-7d33-44a6-9b80-862b35851f0b\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:0;--initial-transform:none\">\n<div id=\"anim-2fdacbf0-54e6-4444-a1d8-e4dcdfbf2242\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:1;--initial-transform:translate3d(-119.80198%, 0px, 0)\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0;border-radius:0.6600660066006601% 0.6600660066006601% 0.6600660066006601% 0.6600660066006601% \/ 4% 4% 4% 4%\" id=\"el-c62ed20e-49cc-4280-a837-8d0bdeee4235\">\n<p class=\"fill text-wrapper\" style=\"white-space:pre-line;overflow-wrap:break-word;word-break:break-word;margin:0.18811881188118765% 0;font-family:&quot;Merriweather&quot;,serif;font-size:0.323625em;line-height:1.2;text-align:left;padding:0;color:#000000\"><span>41, 46, 51, 48, 55, 58, 69, 85, 98<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<p><\/amp-story-grid-layer><\/amp-story-page><amp-story-page id=\"02ad273b-1f0c-455d-90fe-b39f97524dc3\"><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-097fe088-9a93-42a9-91e2-b62e5b3c22c6 [data-leaf-element=\\\"true\\\"]\",\"keyframes\":{\"transform\":[\"translate3d(0%, 0, 0) translate(25%, 0%) scale(1.5)\",\"translate3d(0%, 0, 0) translate(0%, 0%) scale(1)\"]},\"delay\":0,\"duration\":2000,\"easing\":\"cubic-bezier(.14,.34,.47,.9)\",\"fill\":\"forwards\"}]<\/script><\/amp-story-animation><amp-story-grid-layer template=\"vertical\" aspect-ratio=\"412:618\" class=\"grid-layer\"><\/p>\n<div class=\"page-fullbleed-area\" style=\"background-color:#08acee\">\n<div class=\"page-safe-area\">\n<div style=\"position:absolute;pointer-events:none;left:0;top:-9.25926%;width:100%;height:118.51852%;opacity:1\">\n<div 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style=\"white-space:pre-line;overflow-wrap:break-word;word-break:break-word;margin:0.3449044585987256% 0;font-family:&quot;Merriweather&quot;,serif;font-size:0.307443em;line-height:1.2;text-align:initial;padding:0;color:#000000\"><span>Obtuse-Angled Triangle Notes for NCERT Maths Revision<\/span><\/p>\n<p><\/a><\/div>\n<\/div>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:16.74757%;top:67.63754%;width:26.94175%;height:17.96117%;opacity:1\">\n<div id=\"anim-227076c2-0e46-4b5d-8dcc-37dbf07d35b9\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:0;--initial-transform:none\">\n<div id=\"anim-c6d89424-b2c2-4f60-a48e-f9315829af9d\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:1;--initial-transform:translate3d(-162.16215%, 0px, 0)\">\n<div 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