If sin A = √3/2 and tanB = √3 prove that cos(a+b)=1 where a and b are acute angles
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sin A=√3/2
sinA=sin60
A=60°
tanB=√3
tanB=tan60°
B=60°
cos (A+B)=cos(60+60)=cos120°
cos120=cos(180-60)=-cos60=-1/2(not 1)
sinA=sin60
A=60°
tanB=√3
tanB=tan60°
B=60°
cos (A+B)=cos(60+60)=cos120°
cos120=cos(180-60)=-cos60=-1/2(not 1)
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