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Tuesday, 1 March 2016

Introduction of Conic section ,circle ,ellipse

The quadratic relations 
in the form of y = Ax2 + Dx + F
where A, D, and F stand for constants, and A ≠ 0
 This quadratic relation is a parabola, and it is the only one that can be a function.It does not have to be a function, though.A parabola is determined by a plane intersecting a cone and is therefore considered a conic section
Introduction of Conic section  ,circle ,ellipse ,

Introduction of Conic section  ,circle ,ellipse ,

Introduction of Conic section  ,circle ,ellipse ,

Introduction of Conic section  ,circle ,ellipse ,

Introduction of Conic section  ,circle ,ellipse ,

Introduction of Conic section  ,circle ,ellipse ,

Introduction of Conic section  ,circle ,ellipse ,

Introduction of Conic section  ,circle ,ellipse ,
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Introduction of Conic section  ,circle ,ellipse ,
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