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2x^2 + 5x = 12 Help Solving!
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\[2x^2+5x=12\] Move the 12 into the left side, making it -12. So you will have \[2x^2+5x-12\]
I understand that, But I don't know were to go from there.
Oh, well, does it tell you to factor or anything?
factor the equation
It asks me to find the exact answer. So yes,
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the form will look something like this: \[(2x + __ ) (x - __ )\]
I know that, I'm just still not getting the factors that go in there.
What will go into 12? What two factors?
2 and 6, 3 and 4, 1 and 12
Oh I got it, took me a second. Lol Thanks.
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Hmm, yeah, that's the tough part so none of that will go into 5
Good, no problem lol
It'll be 4 and 3 right? Because the 4 and 2 makes 8 then minus 3 is 5...
Here it is: \[(2x -3)(x+4)\]
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