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Aandnena hnmanram Kaninan Keernunoltcuidolca nlona Wrlt Icue dx Itiduehnah...

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Aandnena hnmanram Kaninan Keernunoltcuidolca nlona Wrlt Icue dx Itiduehnah

Aandnena hnmanram Kaninan Keernunolt cuidolca nlona Wrlt Icue dx Itid uehnah



Answers

Antidifferentiate using the table of integrals. You may need to transform the integrand first. $\int x^{3} \sin x^{2} d x$

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(a) $\left(i^{i}\right)^{2}=\left(e^{i \ln i}\right)^{2}=\left[e^{-\left(\frac{\pi}{2}+2 n \pi\right)}\right]^{2}=e^{-(\pi+4 n \pi)}$ and $i^{2 i}=e^{2 i \ln i}=e^{-(\pi+4 n \pi)}.$ (b) $\left(i^{2}\right)^{i}=(-1)^{i}=e^{i \ln (-1)}=e^{-(\pi+2 n \pi)},$ whereas $i^{2 i}=e^{-(\pi+4 n \pi)}.$
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