if cos+sin=√2cos, then find the value of cos-sin?
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Answer:
√2sinA
Step-by-step explanation:
cosA + sinA = √2cos
=> (√2-1)cosA = sinA
=> tanA = √2-1
On rationalization :
=> tanA = (√2-1)× (√2+1)/(√2+1)
=> tanA = 1/√2+1
=> sinA/cosA = 1/√2+1
=> cosA/sinA = √2+1
=> cosA = √2sinA+sinA
=> cosA-sinA = √2sinA
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