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PLEASE HELP!! simplify the term w^2+2w-24 / w^2+w-30+8 / w-5

Mathematics
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what I've done so far is (w+6)(w+4) / (w+1)(w-30) + 8/w-5
Is your equation \[\frac{ w^2 + 2w -24 }{ w^2 + w -30 } + \frac{ 8 }{ w-5 }\]
yess

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Other answers:

If that's the case, the way you broke up \[w^2 + w - 30 \] is incorrect.
If you multiply out the way you broke it up You get \[w^2 - 29w -30\]
If you fix that, then you should be able to do the problem easily.
w^2 + w - 30 is a part of the question..you still there?
Yes But the correct factorization is \[(w+6)(w-5)\]
oooh, I see..so what do I do after that? :)
I cross out w+6 because it's on in denominator and other one? so it would be w+4 / w-5 + 8/w-5? what do I do next? :)
You can add the numerators of fractions with the same denominators. so it should be (w+4 +8)/(w-5)

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