Factor...9r^2+11r+4
Two numbers, A and B multiply to get 9 times 4, and add to get 11:\[A*B=9*4=36\]\[A+B=11\]. What are A and B?
9 and 4 right?
Actually never mind, this has complex roots, meaning you need to use the quadratic formula.
oh i see... sorry im no good at math :/.... so what do i do next?
Do you know the quadratic formula?
No I'm sorry i do not.
\[x=\frac{-b\pm\sqrt{b^2-4ac}}{2a}\]doesn't look familiar?
No it does not... i usually post problems i got wrong so prolly not knowing the formula is why i got it wrong.
It's weird that your class would be doing complex numbers before doing that formula. Are you sure that there's no typo in the question?
nope no typo i double checked... and yes it is weird
I'm guessing your textbook / teacher has made a typo then. The information you need to solve this question is a few years beyond this type of factorising.
Oh so it is to advanced for the stuff i should be doing
i have the answer choice the trinomial is not factorable could that be it
Yep.
ok thanks man i really appreciate the help
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