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Consider the integral faber dx. Applying the integration by parts technique, let U = and dv Then uv - Judu = dx.Consider the integral /(In(x)

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Consider the integral faber dx. Applying the integration by parts technique, let U = and dv Then uv - Judu = dx.Consider the integral /(In(x) ) 3 dx. Applying the integration by parts technique, let and 1 vdx. Then wv - fvdu =Use integration by parts to evaluate the integral: In(4t - 2) dt

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