If tanx + tan 2x + root3 tanx tan 2x = root 3, Then a x=(6n+1) pi/18 all n - Maths - Trigonometry

Question

If tanx + tan 2x + root3 tanx tan 2x = root 3, Then ​a
x=(6n+1) pi/18 all n belongs to I ​b x=(6n+1) pi/9 all n
belongs to I ​c x=(3n+1) pi/9 all n belongs to I I want
answer with full solution

Priyanka Kedia · Accepted Answer

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If tanx + tan 2x + root3 tanx tan 2x = root 3, Then ​a. x=(6n+1).pi/18 all n belongs to I ​b. x=(6n+1).pi/9 all n belongs to I ​c. x=(3n+1).pi/9 all n belongs to I I want answer with full solution.

If tanx + tan 2x + root3 tanx tan 2x = root 3, Then a. x=(6n+1).pi/18 all n belongs to I b. x=(6n+1).pi/9 all n belongs to I c. x=(3n+1).pi/9 all n belongs to I I want answer with full solution.