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(x+1)(ax^2+bx+c) which is equal to ax^3 +(b+a)x^2+(c+b)x+c can someonw explain me me how that come about? thanks!
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use the distributive property
Multipy every thing through by x, multiply through by one. Add the two together.
\[ax ^{3}+(ax ^{2}+bx ^{2})+(bx+cx)+c\]They skipped this step, factoring.
oh i see and then they just factor the ( ) together or somthing
Yes, they pull out b+a in the first bracket and c+b in the second.
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thanks
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