Find the principal value of `cot^(-1) (sqrt3)`
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Solution
Let `cot^(-1)(sqrt3) = y` Then `cot y = sqrt3 =cot (pi/6)`
We know that the range of the principal value branch of cot−1 is (0,π) and
`cot (pi/6) = sqrt3`
Therefore, the principal value of `cot^(-1) (sqrt3) " is " pi/6`
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