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Anti derivative of sec^2(theta/2)
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\[\sec^2(\theta/2)\] How does this anti derivative = 2tan(theta/2), don't understand the "2" in the front part.
You're letting u = theta/2 u = theta/2 du = (1/2)dtheta dtheta = du/(1/2) = simply 2du \[\int\limits_{}^{}\sec^{2}(\theta /2)d \theta = \int\limits_{}^{}\sec^{2}u(2du)\]
Ahh, nice, thanks Psymon :P, just stressing myself out, midterm tomorrow :X.
So ive heard, lol.
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