Find The Standard Form Of The Equation Of The Ellipse Satisfying The Following Conditions Vertices Of Major Axis Are 1 (16.67 KiB) Viewed 40 times
Find the standard form of the equation of the ellipse satisfying the following conditions. Vertices of major axis are (-7,9) and (-7, -7) The length of the minor axis is 10. The standard form of the equation is the following.
Standard Forms of Equations of Ellipses Centered at (h,k) Equation Center Major Axis (x-h)² (y-k)² a² 6² a² >b² and c²=a²-b² + = 1, (x-h)² (y-k)² 2 6² a² >b² and c² = a²-b² + = 1, (h, k) (h, k) Parallel to the x-axis, horizontal Parallel to the y-axis, vertical Foci (h-c, k) (h+c, k) (h, k-c) (h, k + c) Vertices (h-a, k) (h+a, k) (h, k-a) (h, k + a)
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