prove that = given in above attachment
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This is the answer.Good luck for your exam.please mark me as brainliest.please........
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so u have to use identities to solve LHS
let me help u out by step by step explanation
Step-by-step explanation:
1 - cosA / 1 + cosA = ( cosA - cossecA)²
TAKING R H S
= cotA² - 2cotA + CossecA + cos²x
{ by (a-b)² = a² + b² -2ab }
= cos²A / sin²A - 2cosA / sin² + 1/sin²A
= cos²A - 2cosA + 1 / 1 - cos²A
= (1-cos A) (1-cosA) / (1+cosA) (1-cosA)
{ ye isliae kia kyuki bhai tune dekha hoga ki aek possibility hoti hai ki denominator me joh value give hoti hai uskae opposite value means agar + mei hai toh - mei numerator or denominator me value sae mutiply krdo }
= (1-cosA) / (1+cosA)
= LHS = RHS
hence, proved !!
bruh !! this is the correct answer
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