If sin4A = cos (A - 30)
Given, sin4A = cos (A - 30) cos(90 - 4A) = cos(A - 30)
90 - 4A=A - 30
5A = 120
A =24
If sin4A = cos (A - 30°), then find the value of A which satisfies the given equation.
If sin4A = cos(A - 30), where 4A and (A - 30) are acute angles, then the value of A is ___.
If cos A + cos2 A = 1, then sin2 A + sin4 A is