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tan A=1|2 and tan B =1|3 then the value of A+B is
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Use tan sum formula to express tan(A+B) in terms of Tan A and Tan B and then A+B is arctan that.
\[A+B=\tan^{-1}((\tan A+\tan B )/(1-\tan A*\tan B))\] tanA=1/2,tanB=1/3 \[A+B=\tan^{-1} (5/6*6/5)\] \[A+B=\Pi/4\] i hope u unterstood
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