Compare sin2 and sin5

Compare sin 2and sin 5

sin 2 ………… sin 5

Compare following (a) sin1 and sin1^(@)

Draw the graph of y = sin^(-1)2x" and "y=sin^(-1)(x//2)" and compare with " y = sin^(-1)x .

Draw the graph of y = sin^(-1)2x" and "y=sin^(-1)(x//2)" and compare with " y = sin^(-1)x .

If sin A =3/5 ,find the values of sin2 A and cos 2 A.

The sign of the product sin 2sin3sin5 is-

The value of sin^2 1^@ + sin^2 3^@ + sin^2 5^@ +…+ sin^2 87^@ + sin^2 89^@ is

Prove that sin((theta)/(2))sin((7 theta)/(2))+sin((3 theta)/(2))sin((11 theta)/(2))=sin2 theta sin5 theta

If sin A = (3)/(5) and A is in I quadrant then find sin2 A .