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Use the exponential series and an appropriate substitution to obtain theMacLau- rin series for e^(-2x^3) thank you!
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what's mclaurin series for e^x
\[\sum_{0}^{\infty}\] \[1 \over n! \] \[x^n\]
that..but altogether
where you see x, replace with -2x^3 you will have your series
ok i sound so silly asking this now! thank you so much!
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just couldnt see it when i was trying to work it out
no problem, sorry I would have type it out in latex but my computer keep crashing
no worries thanks once again! :)
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