In a ABC tan A+tan B + tan C =6, and tan A tan B = 2 then the triangle ABC is
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A+B+C=180
A+B=180−C
tan(A+B)=−tanC
(tanA+tanB) / (1−tanAtanB) =−tanC
tanA+tanB+tanC=tanAtanBtanC=6
Now, tanC=3. So, the angle C is acute.
tanA+tanB=3
tanA.tanB=2
∴tanA=2,tanB=1
A and B are also acute.
Therefore, it is acute angled triangle.
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Step-by-step explanation:
tan C =3
tan B =2
tan A = 1
......
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