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

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sin x cos3x dxΔ3=k2sin2x+k22k4Δ

si1719_e

51. 

cos4x dxΔ3=k2+1k4E(x,k)2k2k4F(x,k)k2sin x cos xk2Δ

si1720_e

52.9 

dx(1  r2 sin2x)1  p2sin2x = 1p  π (α,r2p2,1p)    [ p2 > 1]

si1721_e

53. 

sin4x cos x dxΔ3=k2sin2 x+32k4Δsin x32k5arcsin(k sin x)

si1722_e

54. 

sin3x cos2x dxΔ=k2sin2x+32k4Δcos x+k232k5ln(k cos x+Δ)

55. 

sin2x cos3 x dxΔ3=k2sin2 x+2k232k4Δsin

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