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set up the integral to find the area of a unit circle
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What are the upper and lower limits?
can we do it in polar coordinates?
can u show me another way
Other methods involve double integrals or trig substitution integrals. Can you do either of those? If not there is not much point showing you.
Very sorry... typo above! \[A=\int_{0}^{r} Cdr\]where C is the circumference. In this case r=1 leads to C=2pi so we have\[A=\int_{0}^{1}2\pi r dr\]
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you need to keep the r in the integral... You only sub in the 1 at the end of course!
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