How to find the area of a circle that is inscribed in an isosceles trapezoid with only given measurements of the bases?

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How to find the area of a circle that is inscribed in an isosceles trapezoid with only given measurements of the bases?

Mathematics
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fOR EXAMPLE: |dw:1328152684330:dw|
But how do you find the radius?
there's an equation you can use to solve for the radius

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Other answers:

What is the equation?
i'll just draw a diagram to explain it
ok, thanks.
on second thought, i'll explain it
that line is the diameter
yes, and also the height of the trapezoid?
i thought i thought of an easier way but I was wrong
oh
right got it
You got it? Yah!!!!!
|dw:1328154202903:dw|
|dw:1328154813275:dw|
do the side lengths are 8
|dw:1328154865181:dw|
8^2=4^2+diameter^2
diameter approximately equals 7
area=pi*r^2=approximately 38.5
sorry, I took so long, was unsure if I was doing it right or not
That was awesome!! It's ok. Thank you very much!!!
you get what I did there right?
Yep, you explain everything perfectly to me. I would never think about trying that approach!! Thanks!!
np, I love doing these types of questions

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