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integral(xsqrt(x-5)dx
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\(x-5 = t^{2} \Rightarrow dx = 2tdt\) Try this substitution.
idk how that would work i believe this is a parts integral
u=x-5
\(x = 5+t^{2}\) Substituting this we get \(\int (5+t^{2})t.2tdt = \int (2t^{4} + 10t^{2})dt\) Can you take it off from here?
yeah thanks man
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