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Question

If tan1 x+tan1 y=4π5,then cot1 x+cot1 y equals to

(a) π5 (b) 2π5 (c) 3π5 (d) π

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Solution

(a) We have, tan1 x+tan1 y=4π5

π2cot1 x+π2cot1 y=4π5 (cot1 x+cot1 y)=4π5π [ tan1 x+cot1 x=π2] (cot1 x+cot1 y)=(π5) cot1 x+cot1 y=π5


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