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∫[0,1,(3x^(2)+2)^(2)x,] Evaluate the definite integrals
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\[\int\limits_{0}^{1}x(3x^2+2)^{2}dx\]
try to let u=3x^2+2 then du=6x dx or (du)/6=xdx since x=1, then u=3(1)^2+2=5 since x=0, then u=3(0)^2+2=2 so we have \[\int\limits_{2}^{5}(1/6)*u^{2} du\]
So I don't need to do anything with the exponent on the outside the parenthesis which was actually sipposed to be a three not a two?
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