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A semi-elliptical arch rises 20 feet above a channel connecting two lakes. The width of the ellipse measures 50 feet. Write an equation of the ellipse. Let the center of the channel be located at the origin.

User TehTris
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Answer:

x^2/625 +y^2/400 = 1

Explanation:

The semi-major axis is a=25, the semi-minor axis is b=20. The equation is ...

x^2/a^2 +y^2/b^2 = 1

x^2/625 +y^2/400 = 1

A semi-elliptical arch rises 20 feet above a channel connecting two lakes. The width-example-1
User Sxilderik
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