SOLUTION: I got this question in my textbook, and I really don't understand what to do. The question tells me to create two examples of two quadratic functions that share a common property.

Question 879139: I got this question in my textbook, and I really don't understand what to do.
The question tells me to create two examples of two quadratic functions that share a common property. Write them in standard form.
Answer by josmiceli(19441) (Show Source): You can put this solution on YOUR website!
Using the quadratic formula, you could say that
the equation have the same relation
of the discriminant
If the form is:

The discriminant is
If , then the roots are
equal and imaginary
Just figure out what , , and
have to be, but make them slightly different
for both equations
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