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Sec8x-1/sec4x-1=tan8x/tan2x prove thatBy using trigonometric identities?

Harsh Vats , 7 Years ago
Grade 12th pass
anser 2 Answers
Arun

Last Activity: 7 Years ago

use secx = 1/cosx
now by using this we get,
(1- cos8x) (cos4x)/(1- cos4x)(cos8x)
use the formula of cos2x = 1-2 sin2x,  we get
2 sin24x * cos4x/ 2sin22x* cos8x
now use 2 sinx cosx= sin2x, we get
sin 8x* cos2x/cos8x* sin2x
tan8x/tan2x
hence proved

Rishi Sharma

Last Activity: 4 Years ago

Dear Student,
Please find below the solution to your problem.

use secx = 1/cosx
now by using this we get,
(1- cos8x) (cos4x)/(1- cos4x)(cos8x)
use the formula of cos2x = 1-2 sin2x, we get
2 sin24x * cos4x/ 2sin22x* cos8x
now use 2 sinx cosx= sin2x, we get
sin 8x* cos2x/cos8x* sin2x
tan8x/tan2x

Thanks and Regards

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