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Solution - If m=(acosθ + bsinθ) and n=(asinθ – bcosθ) prove that m^2+n^2=a^2+b^2 - Trigonometric Identities

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If m=(acosθ + bsinθ) and n=(asinθ – bcosθ) prove that m2+n2=a2+b2

 

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Solution for question: If m=(acosθ + bsinθ) and n=(asinθ – bcosθ) prove that m^2+n^2=a^2+b^2 concept: Trigonometric Identities. For the course CBSE
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