Prove that cos A+sin A/
cos A-sin A=
tan(45°-A)
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Answer:
Step-by-step explanation:
LHS = (cos A+sin A)/ (cos A-sin A)
divide by cosA in numerator and denominator
= (1 + tan A) / (1 - tan A)
= (tan 45° + tan A) / (1 - tan 45°tan A)
= tan(45° + A)
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