Using the graph as your guide, complete the following statement. the discriminant of the function is

By definition, the roots of a quadratic function can be found using an equation of the form:
 
 The discriminant is the following part of the expression:
 
 Therefore, we have three cases:

 Case 1:
 
 Then there are two real solutions

 Case 2:
 
 Then there is a real solution with multiplicity two

 Case 3:
 
 There are no real solutions

 When the graph of a quadratic equation has no cut points with the x axis, then we are in case number 3.

 
 B. Negative 
 

C. i possibility the answer to this

Geometric pattern of 2 i’m guessing. not really sure about what you’re asking but i hope this !