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I can try but I can't promise I know the answer
Do you know how to factor by grouping?
\[x^3+10x^2-9x-90\]Group each pair of terms: \[(x^3+10x^2)-(9x+90)\]Note well that I factored out a -1 so the -90 becomes 90 inside the group Now, can you factor each of the two groups? What do you get?
No. What are the common factors of \(x^3\) and \(10x^2\)?
You're just adding and subtracting here, how could you get \(x^5\)?!?
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What are the common factors of \(x^3\) and \(10x^2\)? \(x^3= x*x*x\) and \(10x^2 = 10*x*x\) What can you factor out of both of those quantities?
If it's getting complicated, it's only because you're inventing some new mathematics here :-)
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