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18:-cos35°/sin55° +sin11°/cos79° -cos28°cosec62°
=cos(90-55)/sin55° +sin(90-79)/cos79°-cos28°/sin62°
=sin55°/sin55° +cos79°/cos79° -cos(90-62)/sin62°
=1+1-sin62°/sin62°
=1+1-1. =1
divprsw16:
16:- sin35°sin55°-cos35°cos55°. Here, A=35° and B=55°. So, it's in the form of:- sinAsinB-cosAcosB. This is in the form of -cos(A+B)=-cos(35°+55°). =-cos90°. =-0. =0
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