tan^2 65°- cosec^2 25°+ 1/
cosec^2 65°- tan^2 25° + 2
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Answer:
tan*2 65 - cosec*2 (90-65) +1 --------------- {1}
[cosec*2 (90-x)] = sec*x
tan*2 65 - sec*2 65 + 1
( sec*2 x - tan*2 x = 1) ----------> -(tan*2 x - sec*2 x ) = -1
substitute this in eq.1
-1 + 1 = 0
cosec*2 65 - tan*2 25 +2 =
from the above cosec*2 65 = sec*2 25
sec*2 25 - tan*2 25 = 1 (sec*2 x - tan*2 x = 1)
1 + 2 = 3
tan*2 65 - cosec*2 25 + 1/cosec*2 65 - tan*2 25 + 2
0/3 = 0
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