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Mathematics
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1 + cos (4x) + cos(8x) + cos(12x)....+ (cos nx).
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There is a direct formula for this: \[\large{\sum_{i = 0}^{n} \cos{(2ix)} = \csc{x}\sin{((n+1)x)}\cos{(nx)}}\]
In this question, you have to replace n by n/2.
@megprowder will this help you ?
thx
Np
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@megprowder - If you think @vishweshshrimali5 helped you, then you can give him a medal. You can also fan him and write a testimonial in order to appreciate his work. Also, welcome to OpenStudy! :)
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