Intigration of 4x/xsqure+1
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∫4x/(x2+1)dx Let u = x2+1 Then du = 2xdx So, 4xdx = 2du. substituting into the integral, we get 2∫(1/u)du. = 2lnlul + C. = 2ln(x2+1) + C.
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here is your answer. I hope this is correct
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