CBSE Class 12 Math 2022 Term I Solved Paper

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Question : 34
Total: 50
The principal value of [tan−1√3−cot−1(−√3)] is
We have,
tan−1√3−cot−1‌(−√3)
‌=‌
Ï€
3
−(π−‌
Ï€
6
)

‌=tan−1(tan‌
Ï€
3
)
−π
+cot−1‌cot‌
Ï€
6

‌=‌
Ï€
3
−‌
5Ï€
6

‌=−‌
Ï€
2
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