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Find the area of the region under the curve f(x)=tanx on [0,π/2].
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its infinity
\[\int\limits_{0}^{\pi/2}\tan x dx=\ln|secx||_{0}^{\pi/2}=\ln|\infty |-0=\infty\]
im unclear on how you got this answer, can you tell me the steps you took?
i just integrated tanx in the limit 0 to pi/2
so tyhe integration of tan x is ln|secx| ??
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yes..don't u know that??
i thought the integral of tan was sec^2
no the derivative is sec^2
oooh, oh ok. and then how did you get this..ln|∞|−0=∞ ???
yes...
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how did you get... ln|∞|−0=∞ ???
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