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Indefinite integral ∫ (Xe ^ (2x)) DX ∫(xe^(2x))dx = 1/2 * ∫xde^(2x) = 1/2 * [xe^(2x) - ∫e^(2x)dx] = 1/2 * [xe^(2x) - 1/2 * e^(2x)] + C = 1/4 * e^(2x)[2x - 1] + C
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