Which of the following represent(s) the graph of a quadratic equation? Select all that apply. hyperbola line parabola circle ellipse
Mathematics
brookemarsh150
Question
Which of the following represent(s) the graph of a quadratic equation? Select all that apply.
hyperbola
line
parabola
circle
ellipse
hyperbola
line
parabola
circle
ellipse
2 Answer

1. User Answers ZowieMcBrayer
In the quadratic unit in math you should have learned that Ellipse, Hyperbolas, Parabolas, and Circles are all quadratic functions. Thus meaning they must all have a quadratic equation.
Hope this helps! :) 
2. User Answers JeanaShupp
Answer: Hyperbola , parabola, circle and ellipse
Stepbystep explanation:
A line always represents the graph of linear equation.
Hyperbola , parabola, circle and ellipse are four conic sections
Conic sections are known as quadratic relations because their equations are of second order but are not always functions.
For Example :A conic section is a circle when the [tex]x^2[/tex] and [tex]y^2[/tex] terms have the same sign and equal coefficients. A circle is a quadratic relation (not a function).
Similarly ellipse and hyperbola is a quadratic relation.
A parabola has an equation that contains only one squared term and hence its a quadratic relation.
Therefore, the right answers are Hyperbola , parabola, circle and ellipse.