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Write a value of ∫ e3logx x4 dx. |
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Answer» Consider ∫ e3 logx x4 e3 logx = \(e^{log\,x^3}\) = x3 ∫ e3 logx x4 = ∫ x3x4dx = ∫ x7 dx = \(\frac{x^8}{8}\) + c |
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