SOLUTION: sec x - sin x tan x = cos x
Algebra.Com
Question 283917: sec x - sin x tan x = cos x
Answer by solver91311(24713) (Show Source): You can put this solution on YOUR website!
Almost right, but not quite. You say that the left hand side is equal to the right hand side. In fact the two sides are identical, and you should have asked for someone to prove the identity.
So your statement becomes:
Multiplying both sides by
:
Which is to say
for which you should already have proved the theorem.
John

RELATED QUESTIONS
prove identity
sin x tan x + cos x = sec... (answered by Edwin McCravy)
Verify that... (answered by jim_thompson5910)
Verify:
cos(x) / 1+sin(x) = sec(x) - tan(x)
(answered by stanbon)
(sin x-1)(tan x+sec x) = cos... (answered by fractalier)
tan(x) [sec(x) - cos(x)]
________________________
sin (x)... (answered by mananth)
tan(x) [sec(x) - cos(x)]
________________________
sin... (answered by mananth)
tan x/sec x = sec x-cos x/tan... (answered by phoihe001)
Prove the following identity.
(sin x * tan x + cos x)/ (cos x) = sec^2... (answered by robertb)
Prove that :
(sin x - cos x + 1)/(sin x + cos x -1) = 1 / (sec x - tan x)
Prove... (answered by Edwin McCravy)