How can you put 2(x+1)+0 into the quadratic equation?
distribute the 2 across the parenthesis would be your first step.
I have that, but it doesn't look right, lol.
\[ax^2 +bx +c\] where quadratic formulas: \[\frac{ -b \pm \sqrt{b^2-4ac} }{ 2a }\]
If you don't have an \[ax^2\] then that must mean that a = 0, right? Since anything multiplied by zero = zero.
But the problem doesn't look right to me either.
So maybe there is no ax^2?
That is not a quadratic equation. Why would you use the quadratic formula?
@Mertsj is right. You wouldn't use it, but theoretically, right? wouldn't you assume zero for a?
I'n trying to find the graph with a discriminant of 0 and what i gave is the lines equation.
Yes. If you wanated to put it into quadratic form, a would have to be 0
Okay, thanks. It really confused me. But thanks to both of you!
0x^2+2x + 2 = 0
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