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the intigral from 0 to pi/2 of (e^(2-cosx))sinx dx =?
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Let u = 2-Cos(x)
du = Sinx dx
Integral is from 0 to pi/2 but now I said let u = 2-Cos(x), so: Lower limit: u(o) = 2 - Cos(0) = 2 - 1 = 1
Upper limit: u(pi/2) = 2 - Cos(pi/2) = 2-0 = 2
So now you have: Integral from 1 to 2 e^u * du = e^u (from 1 to 2)
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e^2 - e = e(e-1)
ok tyvm that was a big help
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already am lol
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ty your the one that has answered my questions
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