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Questions  

If cosxcos2xcos5xdx

=A1sin2x+A2sin4x+A3sin6x+A4sin8x+C

then 

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a
A1=12,A2=14
b
A1=14,A2=18
c
A2=116,A3=18
d
A1=18, A4=132

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detailed solution

Correct option is D

(cos⁡xcos⁡2x)cos⁡5x=12(cos⁡x+cos⁡3x)cos⁡5x=14[cos⁡4x+cos⁡6x]+14[cos⁡2x+cos⁡8x]=14cos⁡2x+14cos⁡4x+14cos⁡6x+14cos⁡8x∫cos⁡xcos⁡2xcos⁡5xdx=18sin⁡2x+116sin⁡4x+124sin⁡6x+132sin⁡x+C


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