Use the Factor Theorem to determine whether the first polynomial is a factor of the second polynomial. x - 5; 3x^2 + 5x + 50
your idea?
I know I have to replace something with x-5, but I don't know what.
x -5 =0 , x =?
My question definitely relate to the question, just answer me. I know my method confused you , but it is the step to find the answer, what could I do?
x=5?
yes, plug 5 into the problem where you see x , so, you have 3*5^2 +5*5 +50 =?
300
\(\neq\)0, right? so, x-5 is not a factor of the equation. That's it
...that's it?
when you plug in, the result =0, you can conclude that the first one is the factor of the second one. If it is \(\neq\) 0 , the first one is not a factor of the second one. And yes, DAT SIT
Well that was a lot easier than I thought it was going to be!
hahahah... and you doubted me, right? lalalala, yea yea ya DAT SIT
Do you think you could help me with one more question? It's a doozy and the last one I have. I'll post it separate :D
let see, I don't know whether I can or not until I see it
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