A rectangle is inscribed in a semicircle of radius r, as shown in the figure, where r = {6**.
Express the area A as a function of the height h of the rectangle using the given radius r of the circle.
A rectangle is inscribed in a semicircle of radius r, as shown in the figure, where r = {6**.
Express the area A as a function of the height h of the rectangle using the given radius r of the circle.
C://dos
C://dos.run
run.dos.run
h x square root of 72
But I could be wrong. Geometry was a long time ago....
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Kicked out of the Webelos.
Draw some relevant line segments. That might help. Show what you've tried or thought about so far... it might help us help you.
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The area of the rectangle is 2*h*b
Can you figure out what b is, in terms of h and r?
Pythagorean Theorem: b^2 + h^2 = r^2
Last edited by alainp; 07-15-08 at 11:28 PM.