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Proof for cotA+tanA=2cosec2A
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Proof for TanA+CotA =2Cosec2A. ,CotA-TanA=2Cot2A
Proof for cotA+tanA=2cosec2A
proving TanA+CotA=2Cosec2A || 4mqrks trigonometry upto Transformations chapter problems||
Prove the identity tanA + cotA = 2cosec2A
Proof for cotA - tanA=2cot2A
tanA + CotA =2Cosec2A
To prove:1/Tan3A+TanA +1/Cot3A+CotA = 1/2Cosec2A
`tanA-cotA=-2cot2A`
Prove that cotA-tanA/cotA+tanA=cos2A
Prove that cotA-tanA=2cot2A
Prove : cotA − tanA = 2 cot2A
cotA- tanA = 2cot2A complete proved
Proving CotA-TanA=2Cot2A || 4marks saq ||intermediate trigonometry upto Transformations chapter||
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cotA-tanA/CotA+tanA= cos2A
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Trigonometric proof
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