proof that √{(1-sin²θ)/(1+sin²θ)}=secθ-tanθ
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Step-by-step explanation:
√(1-sin^2 theta) / (1+sin^2 theta)
rationalise the denominator
√ (1-sin^2theta ) ^2/1 - sin^4 theta
√ cos ^4 theta / 1 - cos ^4 theta / sin^4 theta
sec theta - tan theta
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