what is the integration of "c.e^((x^3)/3) dx

find the integration value, and give its complete procedure
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1 Answer

ex=1+x+x2/2!+...+xn/n!+...=∑xn/n! therefore, if we replace x by x3/3:

ex³/3=∑(x3n/(3nn!). This integrates to C+∑(x3n+1/(3n(3n+1)n!), where C is a constant.

This expands to C+x+x4/12+x7/126+x10/1620+x13/25272+...

by Top Rated User (1.1m points)

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