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Let f(x)=3∫0xcos(t)+cos(2t)cos(t2)dt.f(x)=3\int_0^x \frac{\cos(t)+\cos(2t)}{\cos(\frac{t}{2})}dt.f(x)=3∫0xcos(2t)cos(t)+cos(2t)dt. Compute f(π)f(\pi)f(π).
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