cosx=cos(x-π/4+π/4)=√2/10*√2/2-7√2/10 *√2/2
=-3/5
sinx=4/5
sin2x=2sinxcosx=-24/25
cos2x=-7/25
sin(2x+π/3)=-24/25*1/2-7/25*√3/2=-(24+7√3)/50
cosx=cos(x-π/4+π/4)=√2/10*√2/2-7√2/10 *√2/2
=-3/5
sinx=4/5
sin2x=2sinxcosx=-24/25
cos2x=-7/25
sin(2x+π/3)=-24/25*1/2-7/25*√3/2=-(24+7√3)/50