If cos (90°-0)=0 then sin (A+B)=
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Step-by-step explanation:
Sin(A+B)= sinA.cosB+cosA.sinB
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Answer:
Cos2B
Given Cos(A+B) = 0
=> A+B = (2n+1)*(pi/2) as only for these values of theta cos(theta) will be zero
=> A = (2n+1)*(pi/2) - B
=> A-B = (2n+1)*(pi/2) - 2B
=> Sin(A-B) = Sin((2n+1)*pi/2 - 2B)
=> Sin(A-B) = Cos(2B) as Sin((2n+1)*pi/2 - theta) = Cos(theta)
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