0-π/4π/4<π/4+x<3π/4 π/4<π/4-y/2<0 cos(π/4+x)=1/3,sin(π/4+x)=2√2/3 COS(π/4-y/2)= √3/3,sin(π/4-y/2)=√6/3cos(x+y/2)=cos[(π/4+x)-(π/4-y/2)]=cos(π/4+x)cos(π/4-y/2)+sin(π/4+x)sin(π/4-y/2)=1/3* √3/3+2√2/3 * √6/3=5√3/9