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m^2 + 2m - 3/m^2 +4m -5 x m^2 - 3m - 10/m^2 + 5m + 6 i got -3m/10m
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halp
The fractions are factorable\[(m+3)(m-1)\over (m+5)(m-1)\]\[(m+3)\over (m+5)\] The second fraction factors to; \[(m-5)(m+2)\over (m+3)(m+2)\] \[(m-5)\over (m+3)\]Now do the multiplication (m+3)/(m+5 times (m-5)/m+3)
You will get as a final answer\[(m-5)\over (m+5)\]
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