Find the value of
cos 38° cosec 52°
tan 18° tan 35º tan 60° tan 72° tan 55
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Answer:
Cos 38° ×1/Sin 52
Cos 38°×1/ Sin 90-52
Cos 38°×1/Cos38
Therefore it is 1
Tan18°×Tan35°×root3×Tan 90-72×Tan90-55 [Substituted Tan 60 value i.e, root 3]
Tan 18°×Tan35°×root3×Tan18°×Tan35°
Tan18° ×Tan35°×root3×1/cot18×1/cot35
1×1×root 3 × 1×1 { Cancel Tan and cot values except root 3 as tan × cot is equal to 1}
Therefore the answer is root3
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