I have the following integral which I need to evaluate but don't even know where to begin other than knowing I need to use u-substitution: $$\int_1^\sqrt{3}2x^{x^{2}}$$
So far I know that $u=x^{2}$ and $du=2x$ but how do I evaluate this?
I have the following integral which I need to evaluate but don't even know where to begin other than knowing I need to use u-substitution: $$\int_1^\sqrt{3}2x^{x^{2}}$$
So far I know that $u=x^{2}$ and $du=2x$ but how do I evaluate this?
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