- #1
udaibothra
- 13
- 0
Hello Everyone,
I'm doing my math in advance so I came across a Trigonometry question I came across in my textbook. I did make some progress but I do not know how to go about it further.
Prove that,
tan3A + tan2A + tanA = tan3Atan2AtanA
I did simplify tan3A as- tan(2A+A) and then tried going about it. I just need someone to spur me on to the right approach and not provide the answer necessarily.
I'm doing my math in advance so I came across a Trigonometry question I came across in my textbook. I did make some progress but I do not know how to go about it further.
Homework Statement
Prove that,
tan3A + tan2A + tanA = tan3Atan2AtanA
The Attempt at a Solution
I did simplify tan3A as- tan(2A+A) and then tried going about it. I just need someone to spur me on to the right approach and not provide the answer necessarily.