Find the principal value of tan^-1 (-√3)
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Answered by
0
Answer:
- this ans is tan^2=1/ \/3
- so tan^2=60°
Answered by
0
Step-by-step explanation:
Let tan
−1
(−
3
)=y.
Then, tany=
3
π
.
We know that the range of the principal value of tan
−1
x is (−
2
π
,
2
π
) and tan(−
3
π
)=−
3
.
Therefore, the principal value of tan
−1
(−
3
) is −
3
π
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