Question #45964

Integrate with respect to x :
∫3−1x7+x2−−−−−√dx

Expert's answer

∫(3−x7+x2−√x)dx=3∫dx-∫x7dx+∫x2dx-∫√xdx=3x-x8/8+x3/3-2(x3/2)/3+C, where C is an arbitrary real constant.

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Canada #340153 on Dec 2023