y = sin(2x - p) has a phase shift ofto the right because if you factor out the coefficient of x in the parentheses, like this: y = sin[2(x - )] If after factoring out the coefficient it contains (x - A) its phase shift is A units right If it had contained (x + A) its phase shift would have been A units to the left. It's the same with the other trig functions. Edwin
Convert -60° to radians. express the answer as a multiple of(answered by Edwin McCravy)