If  andÂ
 whereÂ
 andÂ
 find the
value of  State the quadrant in whichÂ
 terminates.
Prove the following:
L.H.S. =
     =  Â
     =            (Where A = 6x, B = 2x)
     = sin(A + B) . sin(A - B)
                   Â
     = sin (6x + 2x) . sin(6x - 2x)
     = sin 8x.  sin4x
     = sin 4x. sin 8x = R.H.S.
∴    L.H.S. = R.H.S.
Hence,Â
   Â