Math, asked by MERCY01, 1 year ago

If Sin x = Cos² x , Then write The value of Cos²x ( 1 + cos²x )​

Solve it....

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Answered by Anonymous
6

Answer:

Refer to the attachment..

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Answered by Anonymous
2

Given

sinx = cos^2x

Now

sin^2x - sinx - 1=0

let sinx = t

t^2 -t -1=0

sinx = t = (1+sqrt5)/2and( 1 - sqrt5)/2

Cos²x ( 1 + cos²x )

sinx(1+sinx)

sinx + sin^2x

(1+sqrt5)/2 +{ (1+sqrt5)/2 }^2

1

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