evaluate the indefinite or definite integral ∫ (2t^2/t^3+2, √t+1)dt
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To integrate $\displaystyle \frac{2t^2}{t^3+ 2}$, use the substitution $\displaystyle u= t^3+ 2$. To integrate $\displaystyle \sqrt{t+ 1}= (t+ 1)^{1/2}$, use the substitution u= t+ 1.
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