If CosФ+SinФ = (√2) cosФ, show that cosФ - sinФ = (√2) SinФ
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Answer:
Step-by-step explanation:
sinФ+cosФ=√2cosФ
sinФ=√2cosФ-cosФ
=cosФ(√2-1)
multipying by (√2+1)on both sides
sinФ(√2+1)=cosФ(√2-1)(√2+1)
√2sinФ+sinФ=cosФ(2-1)
cosФ-sinФ=√2sinФ
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see attachment
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