I would highly appreciate it if someone could solve these forme.I think I typed them out correctly.

(n-2/n+4)+(8/[n+4])
(5m+8/[m-1]) - (m-3/[m-1])
(x^2/[x-1]) - (1/[x-1])
(4x+y/[2x+3y])-(2x -2y/[2x+3y])
(x^2+3x+2/[x^2-16] + (3x++6/[x^2-16])
7/(x-5) - (2+x/[x-5])

or can someone do a few for me

Certainly! I can help you solve these expressions step by step. Let's start with the first one:

Expression: (n-2/n+4) + (8/(n+4))

To simplify this expression, we need to find a common denominator for the fractions in the expression. The common denominator in this case is (n + 4).

Next, we rewrite each fraction with the common denominator:

[(n-2)(n+4)/(n+4)] + [8/(n+4)]

Now, we can combine the fractions:

[(n-2)(n+4) + 8] / (n+4)

Expanding the numerator:

[n^2 + 2n - 8 + 8] / (n+4)

Simplifying the numerator:

[n^2 + 2n] / (n+4)

Finally, we have our simplified expression:

n^2 + 2n / (n+4)

You can follow similar steps to solve the remaining expressions.