1 - cos 0
1) (cosec 0 --cot O)2 =
1 +cos e
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Answer:
Answer: To prove
→ (cosec∅ - cot∅)² = (1 - cos∅)/(1 + cos∅)
Solution:-
By replacing values of cosec∅ and cot∅.
L.H.S → (1/sin∅ - cos∅/sin∅)²
→ [(1 - cos∅)/sin∅]²
→ (1 - cos∅)²/sin²∅
Since sin²∅ = 1 - cos²∅
→ (1 - cos∅)²/(1 - cos²∅)
By a² - b² identity we get (1 - cos∅)(1 + cos∅)
→ (1 - cos∅)(1 - cos∅)/(1 - cos∅)(1 + cos∅)
→ (1 - cos∅)/(1 + cos∅) = R.H.S
Hope it helps you...(•‿•)
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