Question

What type of quadratic equation is represented in the graph below?
http://learn.flvs.net/webdav/assessment_images/educator_algebra1_v10/09_02_08.jpg
Not enough information

Non-factorable Trinomial

Perfect Square Trinomial

Difference of Two Squares

not enough info, right? @radar

Answer 1

@amistre64

Answer 2

we are unable to look at your link

Answer 3

One second, I'll upload it.

Answer 4

theres plenty of information

Answer 5

I'm not good at this >.< but okay

Answer 6

the roots are x=-2 and x=2

(x-2)(x+2) = x^2 - 2^2

Answer 7

the vertex is (0,-4) which also corresponds to x^2 - 2^2 so there is no scaling factor present

Answer 8

So, the second one? >.<

Answer 9

if a quadratic graph touches the x axis anywhere ... its factorable along the real numbers

if it touches at only ONE point, its a perfect square
if it touches at TWO points, then it can be determined by a product of its roots

Answer 10

as such, this passes thru 2 points on teh x axis, so there IS enough information to create the quadratic.

it IS factorable, and NOT a perfect square

Answer 11

Not enough information - wrong

Non-factorable Trinomial - wrong

Perfect Square Trinomial - wrong

Difference of Two Squares - possibly

Answer 12

Ohh, okay. >_< Thanks!

Answer 13

good luck :)

Answer 14

f(x) = x^2 - 4

Answer 15

Which is one of the possibilities.