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The area enclosed by the functions y= Square root of (9-x^2) and y=0
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Do you know what the graph looks like?
Yes I have the graph but how would I come upon finding the area?
\[\int\limits_{0}^{3} \sqrt{9-x^2} dx\] Right?
Yes, that's it.
So just integrate that
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Would integrating give me the area? I've never done a problem like this before.
Hmm looks like we need to apply a trig sub perhaps. :) Have you learned about trig subs yet?
I know how to integrate, it's just I've never applied it to finding areas before. I might know what trig subs are.
But to answer your earlier question ~ Yes, integrating over a specific region gives us the area under that function.|dw:1376616112529:dw|
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