\(\int {{x^3}} {e^{x^2}}\,dx = \)

1
\(\frac{1}{2}({x^2} + 1){e^{x^2}} + c\)
2
(x2 + 1) ex2 + c
3
\(\frac{1}{2}({x^2} -1){e^{x^2}} + c\)
4
(x2 - 1)ex2 + c

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