If cosx + cos2x = 1, then the numerical value of (sin12x + 3 sin10x + 3 sin8x + sin6x - 1) is
0
1
-1
2
If and where A > B > 0 and A + B is an acute angle, then the value of B is
B.
Solving (i) and (ii), we get,
B = 15°
∴ Value of B
The value of 152 (sin 30° + 2 cos2 45° + 3 sin 30° + 4 cos2 45° +...+17 sin 30° + 18 cos2 45°) is
an integer but not a perfect square
a rational number but not an integer
a perfect square of an integer
irrational
(1 + sin α) (1 + sin β) (1 + sin γ) = (1 - sin α) (1 - sin β) (1 - sin γ), then each side is equal to