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calc help integral x^(3)e^(x) dx
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Integral by Part with tabulate method 3 times!
could you explain tabulates method for me please? I tried using just integral by parts and came up with x^(3)e^(x) - x^(3)e^(x)
thank you
It's much easier to learn with colorful and vocal explanation :)
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D = derivative x³ 3 times until the result is 0 I = Integral
answer = \[x ^{3}e ^{x}-3x ^{2}e ^{x}+6e ^{x}-6e ^{x} + C\]
Perfect, just make it look "pro" by factoring e^x out :)
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