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Mathematics
Problem
When the determinant
∣
cos
2
x
sin
2
x
cos
4
x
sin
2
x
cos
2
x
cos
2
x
cos
4
x
cos
2
x
cos
2
x
∣
\begin{vmatrix} \cos 2x & \sin^2 x & \cos 4x \\ \sin^2 x & \cos 2x & \cos^2 x \\ \cos 4x & \cos^2 x & \cos 2x \end{vmatrix}
cos
2
x
sin
2
x
cos
4
x
sin
2
x
cos
2
x
cos
2
x
cos
4
x
cos
2
x
cos
2
x
is expanded in powers of
sin
x
\sin x
sin
x
, the constant term in the expression is a. 1 b. 0 c. -1 d. 2
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