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if tan x + cot x = 3 then show that tan^2x+cot^2x = ?
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tan x+cot x=3
squaring both side
(tan x +cot x)=9
tan^2 x +cot^2 x +2tan xcot x=9
tan^2 x +cot^2 x+2=9(tan xcotx =1)
so tan^2 x+cot^2 x =9-2=7
squaring both side
(tan x +cot x)=9
tan^2 x +cot^2 x +2tan xcot x=9
tan^2 x +cot^2 x+2=9(tan xcotx =1)
so tan^2 x+cot^2 x =9-2=7
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