if A+B is obtuse then what will be the value of cos(pi-(A+B))
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Since A+B=π−C we have
tan(A+B)=tan(π−C)
⇒
1−tanAtanB
tanA+tanB
=−tanC>0 .(i)
(∵C is obtuse angle ⇒tanC<0)
Since, A and B are each less than
2π it's follows that
tanA+tanB>0
Hence (i) will hold if 1−tanAtanB>0
⇒tanAtanB<1
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