prove the following identity
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Answer:
Proved
- Step-by-step explanation:
- cot A-1 / 2-sec2A
- = cot A-1 / 2-(1+tan2A)
- = cot A-1 / 1-tan2A
- = (1/tanA ) -1 / 1-tan2A [cotA =1/tanA]
- =(1-tanA) /tanA / 1-tan2A [Taking LCM]
- = (1-tanA) /tanA / (1+tanA)(1-tanA) [a2-b2 = (a+b)(a-b)]
- =(1/tanA) / 1+tanA
- = cotA / 1+tanA [1/tanA= cotA]
- Proved
- Hope this will help you!!!!!!!!!!
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