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Table of Integrals, Series, and Products, 8th Edition by Daniel Zwillinger

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0x4n+3epxa4x4dx=14a4n[eapEi(ap)+eapEi(ap)+2ci(ap)cosap+2si(ap)sinap]1p4nk=1n(4n4k+3)!(a4p4)k1

si1685_e  BI (91) (25)

[p >0, a>0]

si1686_e

3.359

(ix)neipx(i+x)ni+x2dx=(1)n12πpepLn1(2p)=0forp>0;forp<0.

si1687_e  ET I 118(2)

3.36–3.37 Combinations of exponentials and algebraic functions

3.361

1.8 

0ueqxxdx=πqΦ(qu)[q>0]

si1688_e

2.8 

0eqxxdx=πq[q>0]

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