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Leibniz Integral Rule | Lecture 6 | Integrals as functions of parameters | #3 Solved examples
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Leibniz Integral Rule | Lecture 6 | Integrals as function of parameters | #3 Solved examples
00:00 SE1 Integrate x^a-1/logx dx = log(1+a)
02:53 SE2 Prove log(1+ysin^2x)/sin^2xdx
07:36 SE3 Show that int e^-x^2cosaxdx = 1/2√pie^-a^2/4
00:00 SE1 Integrate x^a-1/logx dx = log(1+a)
02:53 SE2 Prove log(1+ysin^2x)/sin^2xdx
07:36 SE3 Show that int e^-x^2cosaxdx = 1/2√pie^-a^2/4
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