SOLUTION: (cos x -sin x)^n (sin x cos x) = (cos(nx) -sin(nx)) (sin(nx) cos(nx)) Show that for all natural numbers n. Using formulas for cosine and sine. (those are suppose to b

Algebra ->  Distributive-associative-commutative-properties -> SOLUTION: (cos x -sin x)^n (sin x cos x) = (cos(nx) -sin(nx)) (sin(nx) cos(nx)) Show that for all natural numbers n. Using formulas for cosine and sine. (those are suppose to b      Log On


   



Question 26589: (cos x -sin x)^n
(sin x cos x)
=
(cos(nx) -sin(nx))
(sin(nx) cos(nx))
Show that for all natural numbers n. Using formulas for cosine and sine.
(those are suppose to be matrix and the x in the matrix are suppose to be pheta)

Answer by venugopalramana(3286) About Me  (Show Source):
You can put this solution on YOUR website!
PLEASE TYPE THE PROBLEM CORRECTLY.IT APPEARS TO HAVE BEEN WRONGLY TYPED.