Since we analysed in the previous chapters that all trigonometric functions are periodic, this chapter teaches us to draw their graphs on cycles of lengths equal to their specific periods. Thus, the graphs correctly show the periodic nature of all the trigonometric functions and their value in their specific period. The chapter also helps the students correctly visualise the domain and the range of these functions.
All trigonometric functions have graphs. The graphical representations of the sine, cosine, and tangent functions are shown here using the appropriate graph. We must first calculate the period, phase, amplitude, maximum, and lowest turning points to construct the trigonometry graphs of Sine, Cosine, Tangent etc. In engineering and research, these graphs are extensively utilised. Students may learn how to graph a trigonometric function and practice problems in this section.
The RD Sharma Solutions on this page provide answers to the questions in each exercise. Tutors have devised the RD Sharma Class 11 Solutions for Maths below to enhance students' success in the Class 11 test. All exercise questions are solved in a step-by-step approach to help students understand the concepts quickly. To secure good grades in their tests, students should practice the solutions regularly.
Let us take a closer look at the concepts covered in this segment. The sine function, the cosine function, and the tangent function are represented graphically with respective mention of their amplitude values. The graphs of the Cosecant function, Cotangent function, and Secant function are also explained in full detail, along with applications of all the graphs. These graphs prove crucial in many calculations that the students would go through in future classes or college physics and mathematics.