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" Q."15quad tan40^(@)+2tan10^(@)=cot x" ...

" Q."15quad tan40^(@)+2tan10^(@)=cot x" then "

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If Tan40^(@) + 2 Tan 10^(@) = Cotx then x =

tan40^(@)+2tan10^(@) is equal to

tan15^(@)-cot15^(@)=

The value of tan40^(@)+2tan10^(@)is

Prove that tan 40^(@) + 2 tan 10^(@) = tan 50^(@)

(cot50^(@))/(tan40^(@))

Prove that tan40^(@) + 2tan10^(@) = tan50^(@)

Prove that tan40^(@) + 2tan10^(@) = tan50^(@)