Class 10 Maths | Trigonometry | If cotθ + cosθ = p and cotθ − cosθ = q, prove that p² − q² = 4√(pq)

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If cotθ + cosθ = p and cotθ − cosθ = q,Prove That p² − q² = 4√(pq) | Important Question | Class 10 If cotθ + cosθ = p and cotθ − cosθ = q,Prove That p² − q² = 4√(pq) | Important Question | Class 10
If cotθ+cosθ=p and cotθ-cosθ=q then prove that p² - q² = 4√pq...|| Class 10 Maths CBSE || If cotθ+cosθ=p and cotθ-cosθ=q then prove that p² - q² = 4√pq...|| Class 10 Maths CBSE ||
If cot theta + cos theta = p and cot theta - cos theta = q prove that p ^ 2 - q ^ 2 = 4sqrt(pq) If cot theta + cos theta = p and cot theta - cos theta = q prove that p ^ 2 - q ^ 2 = 4sqrt(pq)
If cotθ+cosθ=p and cotθ-cosθ = q, prove that p²-q²= 4√(pq) If cotθ+cosθ=p and cotθ-cosθ = q, prove that p²-q²= 4√(pq)
If cot Θ + cos Θ = p and cot Θ - cos Θ = q , prove that p² - q² = √pq #class10thmaths #trigonometry If cot Θ + cos Θ = p and cot Θ - cos Θ = q , prove that p² - q² = √pq #class10thmaths #trigonometry
If cot theta + cos theta = p and cot theta - cos theta = q, prove that p ^ 2 - q ^ 2 = 4sqrt(pq) If cot theta + cos theta = p and cot theta - cos theta = q, prove that p ^ 2 - q ^ 2 = 4sqrt(pq)
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