sin[α-(3π/4)]cos[α-(π/4)]=-1/4
-cos[α-(π/4)]cos[α-(π/4)]=-1/4
1+COS[(π/2)-2α]=1/2
SIN2α=-1/2
cos4α=1-2(SIN2α)^2=1/2
sin[α-(3π/4)]=sin[α-π/4-π/2]=-cos[α-(π/4)]