tanA + SecA - 1/tanA - SecA +1 = 1+ SinA/CosA
Solve using trigonometrical functions and componendo dividendo......solve fast....plz its urgent....

Question

tanA + SecA - 1/tanA - SecA +1 = 1+ SinA/CosA
Solve using trigonometrical functions and componendo dividendo......solve fast....plz its urgent....

anonymous · Answer

$$\frac{ \tan A+\sec A-1 }{ \tan A-\sec A+1 } = \frac{ 1+\sin A }{ \cos A }$$

anonymous · Answer

Prove this....

anonymous · Answer

Prove that the Left hand side is equal to the right hand side.... Using functions, ratios , identities and componendo - dividendo.......Solve fast its really urgent....

anonymous · Answer

@Loser66 Alright.....no problem....but i hope not more than 30 mins.....

loser66 · Answer

@amistre64

loser66 · Answer

sorry friend, I am useless, cannot help. I asked someone for help. You have to wait for them

anonymous · Answer

@Loser66 alright will wait...

anonymous · Answer

@chmvijay

chmvijay · Answer

try to convert all in sin and cos :) ans solve the simple maths

anonymous · Answer

i did that i got SinA +1-cosA/ SinA-1+Cos A plz tell me how to apply the componendo dividendo here....@chmvijay

anonymous · Answer

@chmvijay

chmvijay · Answer

wait let me try wt is sec = i /cos A is it 
and tan A= sin A / cos a right

anonymous · Answer

yup @chmvijay

chmvijay · Answer

yaa ur right did you check the question once again

loser66 · Answer

Can I go from RHS? if I can, I think I got the answer

anonymous · Answer

ya u can @Loser66

chmvijay · Answer

yaaa try @Loser66 you may  good idea :)

loser66 · Answer

ok

loser66 · Answer

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