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integral (sinƟ + sinƟ tan^2 Ɵ)/sec^2 Ɵ, dƟ from 0 to pi/3
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\[\int\limits_{0}^{\pi/3} \frac{ \sin \Theta +\sin \Theta \tan^2 \Theta }{ \sec^2 \Theta } d \Theta \]
please solve for me
factor sin theta out you have 1+ tan^2 inside which is sec^2 and cancel out with the denominator, so far you just have sin theta, how is it hard?
hmmmm what about the 0 to pi/3 how does that play in
sweet thanks :P
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