root ( 1 - cos theta )/(1+cos theta) = cosec theta - cot theta | Trigonometry class 10

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Prove thatāˆš((1-cosĪø)/(1+cosĪø))=cosecĪø-cotĪø CLASS-10 TRIGONOMETRY IMPORTANT PROBLEM Prove thatāˆš((1-cosĪø)/(1+cosĪø))=cosecĪø-cotĪø CLASS-10 TRIGONOMETRY IMPORTANT PROBLEM
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prove that root (1 + cos) / (1 - cos) = cosec + cot prove that root (1 + cos) / (1 - cos) = cosec + cot
(Cosec Theta-Cot Theta)2=1-Cos Theta/1+Cos Theta | (Cosec-Cot)2=1-Cos/1+Cos (Cosec Theta-Cot Theta)2=1-Cos Theta/1+Cos Theta | (Cosec-Cot)2=1-Cos/1+Cos
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Q80 | Prove that āˆš((1-cosā”Īø)/(1+cosā”Īø))=cosecā”Īø-cotā”Īø | under root 1 - cos theta by 1 + cos theta = Q80 | Prove that āˆš((1-cosā”Īø)/(1+cosā”Īø))=cosecā”Īø-cotā”Īø | under root 1 - cos theta by 1 + cos theta =
Square root((1- cos theta)/(1 + cos theta))= cosec theta - cot theta by TGA Square root((1- cos theta)/(1 + cos theta))= cosec theta - cot theta by TGA
CLASS 10 MATHS | *TRIGONOMETRY BEST TRICK* šŸ¤Æ| SOLVE IN 2 SECONDS šŸ”„ CLASS 10 MATHS | *TRIGONOMETRY BEST TRICK* šŸ¤Æ| SOLVE IN 2 SECONDS šŸ”„