Solve. 10x^2 + 3x + 9
What are you solving for? Factoring? Finding 'x'?
Yes, factoring could you help please?
Sure thing.
Okay thank you so much Maddy.
You're welcome, just give me a second :-)
\[10x^{2}+3x+9\]
Yes that's the equation. Don't I add 3x to both sides of the equation?
When you factor a polynomial, you want to find common factors to put it into the form of (x+a)(x+b). If factoring is what you're doing
We know to get the leading coefficient, we need to multiply 5x and 2x together. (5x )(2x )
So like it's laid out like this: \[10x ^{2}+3x+9+3x?\]
I'm not really sure how you got that.
We are factoring to form two binomials to create the polynomial
Wait so it's the answer?
By any chance, do you have answer choices to this question? That way I know exactly what we are looking for.
Because that doesn't look like the answer. I'm in 9th grade and I need a lot of polynomial help.
No I have no answer choice.
Okay. And it wants the factored form, right?
I am assuming so since it isn't set to 0, it doesn't want to know what 'x' is.
okay thanks for your help anyways.
I am working on the answer give me one minute
Do you know how to foil?
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