If sec A + tan A = x, then tan A =
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Answer:
Tan A = x - sec A
Explanation:
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secA+tanA= x....(1)
=> 1/ (secA- tan A ) x as (secA+ tan A )
( sec A - tan A ) = sec² A tan ² A=1
=> sec A - tan A =1/x …(2)
subtraction Eqn. (2) from eqn (1)
2 tan A = x -1/x
=> tan A (1/2) (x -1/x).
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