The ellipse (x^2)/25 + (y^2)/36 = 1 , can be drawn with parametric equations. If x = r cos(t) what's r and y??

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The ellipse (x^2)/25 + (y^2)/36 = 1 , can be drawn with parametric equations. If x = r cos(t) what's r and y??

Mathematics
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Radius on X axis is 5, Radius on Y axis is 6, centered at {0,0}
t is any angle theta and r is the radius on the x axis and y can be solved for from the equation of the ellipse.
mathmind, if you substitute x with rcos(t), you can solve for what y is going to be

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Other answers:

x=5*cos(t) y=+-(6/5)*sqrt(25-x^2)
Fruitless yur answer is wrong
actually yu are right thank you

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