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C2 maths help

Prove that:
(tanx*sinx)/(1-cosx)=1+(1)/(cosx)
Many thanks
Reply 1
Original post by orange8120
Prove that:
(tanx*sinx)/(1-cosx)=1+(1)/(cosx)
Many thanks

Could you rewrite that please. The thing you wrote is not true.

The chances are that (at C2) you need to write tan as sin/cos and cancel and possibly a bit more depending on what you are trying to prove
Reply 2
Original post by nerak99
Could you rewrite that please. The thing you wrote is not true.

The chances are that (at C2) you need to write tan as sin/cos and cancel and possibly a bit more depending on what you are trying to prove


Are you sure?
Why not?
( sinx)^2=1-(cosx)^2=(1-cosx)*(1+cosx)

Original post by nerak99
Could you rewrite that please. The thing you wrote is not true.

The chances are that (at C2) you need to write tan as sin/cos and cancel and possibly a bit more depending on what you are trying to prove
Reply 4
Tanx * sin x --------1
---------------- = 1 + --------
1 - cosx. Cos x------cosx
(edited 8 years ago)
Original post by orange8120
Prove that:
(tanx*sinx)/(1-cosx)=1+(1)/(cosx)
Many thanks

Hi. Some clues

1. Try rewriting tanx as sinx/cosx
2. Replace sin2x with 1 - cos2x
3. Factorise with difference of two squares

Spoiler

Reply 6

No I am wrong, I substituted in pi/4 and did 1+root 2 on the RHS instead of 1+1/(root 2). Sorry OP

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