Prove that-
sin 30° tan260° + 3cos 60° tan 45° = 2sec245° – cosec290°
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tan45° = 1
sec45° = √2
∴ sec245° = 2
cosec90° = 1
∴ cosec290° = 1
∴ LHS = sin30° tan260° + 3cos60°tan45°
= ![]()
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RHS
2sec245° – cosec290°
= 2(2) – 1
= 3
RHS = LHS
Henc, Proved!
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