If tan x =p+1:and tan y =p-1 then show that 2cot (x-y)=p2
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tan x = p+1
tan y = p -1
tan (x-y) = [tan x - tan y]/[1 + tan x tan y]
= 2 /p^2
2 Cot (x-y) = p^2
tan y = p -1
tan (x-y) = [tan x - tan y]/[1 + tan x tan y]
= 2 /p^2
2 Cot (x-y) = p^2
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