If tan (A+B) = 13 and tan (A-B) = 13
A > B, then the value of A is
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Answered by
0
Answer:
tanA=−
2
1
and tanB=−
3
1
Now
tan(A+B)=
1−tanAtanB
tanA+tanB
=
1−(−
2
1
)(−
3
1
)
−
2
1
−
3
1
=
1−
6
1
−
6
5
=
−
6
5
−
6
5
=−1
⇒A+B=tan
−1
(−1)=
4
3π
Answered by
0
see attached file for your answer
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