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At what x -values do the graphs of the functions y = cos 2 x andy=1-sin^2x intersect over the interval? Select all that apply. given

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At whatx-values do the graphs of the functionsy= cos 2xandy=1-sin^2x intersect over the interval? Select all that apply.

image text in transcribed given two functions - y = (032 2 4 = 1 -sin x equating both the equations to find the value of a- (08 2x = 1 - 8mix -1 using identity - 1042x = (08 x - sin x 108 2x = (1 - i'm x ) - i'm x (082 x = 1 - 28 m3x 2 substituting the value of las 2x into ea" 0 - 1 - 28m'x = 1-sin - 2 8 in x = - s'm x 2 8 m x - six = 0 six = 0 taking square root both the sides - sind = 0 we know that if sinx = 0 then X= 0, TT, 271, 3 TT of - TT, - 2TT, -3TT It means 21 = NTT where nez I Here 2= set of integers ? 2 = 1 ...,- 2,-1, 0, 1, 2, ... 7 that means - d = s ..., - 271 , - TT , 0 , TT , 271 , . . . 2 ANS' 2 = NTT, NEZ 091 * = ..., - 27 , - TT , 0, TT , 2TT , . .. 7

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