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B
sin−16365
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C
sin−1126130
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D
None
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Solution
The correct options are Acos−11665 Bsin−16365 Csin−1126130 cot−168+sin−1513 =sin−1810+sin−1513 =sin−1(810×√1−(513)2+513×√1−(810)2)=sin−1(810×1213+513×610)=sin−1(96130+30130)=sin−1(126130)=sin−1(6365)=cos−1(1665)