23.9 a) (sin^2(x-pi/4)-1/2)(cos2x+1)=0;
(sin²(x-π/4)-1/2)(cos2x+1)=0 sin²(x-π/4)=1/2 (1-cos(2x-π/2))/2=1/2 1-cos(x-π/2)=1 cos(x-π/2)=0 sinx=0⇒x=πn cos2x=-1 2x=π+2πn x=π/2+πn