The general solution of the equation 4 cos^2x + 6sin^2x = 5 is
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Answer:
cos^2 x = 1- sin^2x
so 4(1-sin^2x) + 6 sin^2x =5
4 - 4sin^2x + 6sin^2 x =5
2sin^2 x. = 1
sin^2x =1/2
we know that sin60,= 1/2
so 2x =60°
x= 30°
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