Question

What is the possible discriminant of the graph?

Answer 1

where's the graph?

Answer 2

Uploading?

Answer 3

i posted it

Answer 4

positive

Answer 5

18
–11
36
0

Answer 6

This is b/c the graph cuts the x-axis twice

Answer 7

Use
b^2 - 4ac
to find the value

Answer 8

those are the anwer choices

Answer 9

how do i do that lol

Answer 10

Try finding by inserting the values..

Answer 11

Use
b^2 - 4ac
to find the numeric value,
Where's the equation?

Answer 12

they didnt give me an equation they gave me this



What is the possible discriminant of the graph?


Answer
18
–11
36
0

Answer 13

:(

Answer 14

1st Note: I see that there are two points where the graph intersects the x-axis, so there are two real solutions to the function graphed. This means that the discriminant is positive.

2nd Note: I also see that the vertex and the zeros are all at 'nice' numbers -- all integers. This would mean that we have a discriminant that, when evaluated under a radical, is a 'nice' number.

Answer 15

i should say, two real zeros for the function graphed.

Answer 16

thank you