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Evaluate the integral:
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Im not sure where to begin with this problem :/
trig sub
start let x=4sin(theta)
\[x=4\sin \theta \rightarrow dx=4\cos \theta d\]
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\[I=\int\limits_{?}^{?}\frac{ 16\sin ^{2}\theta }{ \sqrt{16-16\sin ^{2}\theta} }*4\cos \theta d \theta=\int\limits_{?}^{?}\frac{ 16\sin ^{2}\theta }{4\cos \theta }*4\cos \theta d \theta=\int\limits_{?}^{?}16\sin ^{2}\theta d \theta\]
CRC STANDARD MATH. TABLES integral 121 p.397 too complex to put there but has quadratic in x times sqrt(16-x)
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