b6ebd64f-ellipse-x236-y225-1-find-the-y-coordinates-of-the-points-on-the-ellipse

Question

For the ellipse x236+y225=1\frac{$$x^2$$}{36}+\frac{$$y^2$$}{25}=1, find the yy-coordinates of the points on the ellipse with x=3x = 3.

Accepted Answer

y=±532y=\pm\frac{5\sqrt3}{2}

Answer

y=±53y=\pm5\sqrt3

Answer

y=±35y=\pm\frac35

Answer

y=±52y=\pm5\sqrt2

For the ellipse x236+y225=1\(\frac{x^2}{36}\)+\(\frac{y^2}{25}\)=1, find the yy-coordinates of the points on the ellipse with x=3x = 3.