Question

want to make sure I solved this quadratic equation correctly..

Answer 1

\[-3^{2}-x+1=0\]

Answer 2

I got 1 +/- (sqroot 2)

Answer 3

i get -1/6 +/- sqrt(13)/6

Answer 4

lemme type what i did and you can see if i went wrong

Answer 5

\[[-(-1) \pm \sqrt{1-4(-3)1}]/(2(-3))\]

Answer 6

I probably did it wrong. So do you think those are 2 non real solutions? I need to indicate whether there are 2 different real solutions, 2 non real solutions, or 1 repeated real solution

Answer 7

There are 2 real solutions

Answer 8

oh ok. And the square root is only over the 13?

Answer 9

yeah

Answer 10

thanks!

Answer 11

yeahp lol