cos(33°-x)sin(63°-x)-cos(x+57°)sin(27°+x)
=cos[90°-(x+57°)]sin[90°-(x+27°]-cos(x+57°)sin(x+27°)
=sin(x+57°)cos(x+27°)-cos(x+57°)sin(x+27°)
=sin[(x+57°)-(x+27°)]
=sin30°
=1/2
cos(33°-x)sin(63°-x)-cos(x+57°)sin(27°+x)
=cos[90°-(x+57°)]sin[90°-(x+27°]-cos(x+57°)sin(x+27°)
=sin(x+57°)cos(x+27°)-cos(x+57°)sin(x+27°)
=sin[(x+57°)-(x+27°)]
=sin30°
=1/2