If twice the square on the diameter of a circle is equal to the sums of the squares on the sides of the inscribed triangle ABC, then sin2A + sin2B + sin2C = .......
The values of x for which the inequality is satisfied is given by
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If cos α + cos β + cos γ = 0 and sin α + sin β - sin γ = 0, then the value of sin2α - sin2β - sin2γ is:
The number of solutions of the equations
sin x + sin 2x - sin3x + sin4x = 4 is true for
The equation sin6x + cos6x = a has a real solution if and only if.................≤ a≤..............
If sinα, cosα are the roots of the equation ax2 + bx + c = 0, then a, b, c satisfy the relation
If cos a + cos b = a, sin a + sin b = b and q is the arithmetic mean between a and b , then sin 2q + cos 2q is equal to
If (1 + lan 1°) (1 + tan 2°) ... (1 + tan 45°) - 2n then the value of n is
The value of sin 12° sin 48° sin 54°
The value of terms is equal to
If esin x - e-sin x - 4 = 0 then the number of real values of x is
In a ΔABC, a=5, b=4 and tan then the side c is
If in a ΔABC, 3a = b+c then is equal to
cos-1 (cos x) = x is satisfied by
If a, b, c are the sides of a triangle, then the value fo the expression is equal to
The sum of the series .... will be equal to
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