All the concepts of Conic Sections have been exhaustively discussed in this chapter of class 11th Mathematics. In mathematical language, a conic section is determined by a curve that is derived from a point where the surface of a cone meets with a plane.
Along with the meaning of the term, the topics that are touched in this chapter are different types of sections of a cone, like a circle, parabola, a point, hyperbola, a pair of a straight line, ellipse, and a deviating case of a conic section represented by a pair of intersecting lines. More topics, such as fundamental properties and standard equations of a circle, ellipse, parabola, and hyperbola are also presented in chapter number 11.
Check below for the topics described in this chapter.
Students will be explained the meaning of a circle, ellipse, parabola, and hyperbola; and degenerate conic parts.
Discussing the standard equations of a parabola and what is Latus Rectum.
Establishing the relation between the semi-minor axis and semi-major axis and measuring the distance focus has from the ellipse's central point; what are the special cases of an ellipse; standard equations of an ellipse; eccentricity of an ellipse; and Latus Rectum of an ellipse.
Eccentricity, standard equation, and latus rectum of a hyperbola are the topics talked about in this section.
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