prove that please give me the answer
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Every trigonometric function and its "co" version are related by:
fun θ = cofun ( 90° - θ ) and cofun θ = fun ( 90° - θ )
(iii)
cos 20° = sin ( 90° - 20° ) = sin 70° ---- so the first term is 1
cosec 20° = sec ( 90° - 20° ) = sec 70° ---- so the second term is 1
cosec 20° = sec 70° = 1 / cos 70° ---- so the third term is -2
The sum is then 1 + 1 - 2 = 0.
(iv)
cos 80° = sin ( 90° - 80° ) = sin 10° ---- so the first term is 1
cosec 31° = sec ( 90° - 31° ) = sec 59° = 1 / cos 59° --- so the second term is 1
The sum is then 1 + 1 = 2.
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