`f(x) = (4x+3)/(6x-4)` ; `x != 2/3` Show that ` fof (x) = x ` for all x except `x=2/3`

Let f(x) = (4x+3)/(6x-4), x ne 2/3 .show that fof (x) = x.

If f(x) = (4x+3)/(6x-4) , x ne 2/(3) , show that fof (x) = x, for all x ne 2/(3) . What is the inverse of f ?

If f(x) = (4x + 3)/(6x - 4), x ne 2/3 , show that (fof)(x) = x, for all x ne 2/3 . What is the inverse of f ?

If f(x) = ((4x + 3 ))/( ( 6x - 4 )), x ne 2/3, show that fof (x) =x, for all x ne 2/3. What is the inverse of f ?

If f(x) = ((4x - 3 ))/( ( 6x - 4 )), x ne 2/3, show that fof (x) =x, for all x ne 2/3. What is the inverse of f ?

If f(x) = ((4x + 3 ))/( ( 6x - 4 )), x ne 2/3, show that fof(x) =x, for all x ne 2/3. What is the inverse of f ?

If f(x)=frac(4x+3)(6x-4),xne2/3 . Show that fof(x)=x , for all xne2/3 .

If f(x)=(4x+3)/(6x-4) , x ne 2/3 , show that (fof) (x) = x for all ne 2/3 . What is inverse of 'f' ?