cos(-17∏/4)=cos(-4∏-∏/4)=cos(4∏+∏/4)
=cos∏/4=√2/2
sin(-2163°52')=-sin(2160°52')
=-sin52'=0.0151
cos(-1751°36')=cos(1751°36')
=sin(41°36')=0.6639
sin(-26∏/3)=-sin(26∏/3)=sin(8∏+∏/3)
=sin∏/3=√3/2
cos(-17∏/4)=cos(-4∏-∏/4)=cos(4∏+∏/4)
=cos∏/4=√2/2
sin(-2163°52')=-sin(2160°52')
=-sin52'=0.0151
cos(-1751°36')=cos(1751°36')
=sin(41°36')=0.6639
sin(-26∏/3)=-sin(26∏/3)=sin(8∏+∏/3)
=sin∏/3=√3/2