If 3tanA = 4, show that 
We have, 3tanA = 4
→ tanA = 4/3 (1)
Consider the LHS = ![]()
(Dividing the numerator and denominator by cosθ )
= ![]()
=
(from(1))
= ![]()
= 8/10
= 4/5
= RHS
HENCE PROVED
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