Question

SOMEONE PLEASE HELP ME WITH THIS.

Answer 1

If the function is defined for all
`x \\eq m`, it means that
`m` is a point who doesn't belong to the domain of the function.

Now, since your function is a ratio, you can't have zero denominator. So, if a point nullifies the denominator, it can't belong to the function domain.

In your case, the denominator is
`x-2`, which is zero when

`x-2=0\iff x=2`

So, this function can't be evaluated at
`x=2`, and in other words, the function is defined when
`x \\eq 2`, so that's the value for
`m`.