SSAT Upper Level Quantitative (Math) › How to find the equation of a curve
If the -intercept of the line is
and the slope is
, which of the following equations best satisfies this condition?
A vertical parabola on the coordinate plane includes points and
.
Give its equation.
A vertical parabola on the coordinate plane has vertex and
-intercept
.
Give its equation.
A vertical parabola on the coordinate plane has vertex ; one of its
-intercepts is
.
Give its equation.
A vertical parabola on the coordinate plane has -intercepts
and
, and passes through
.
Give its equation.
A vertical parabola on the coordinate plane has -intercept
; one of its
-intercepts is
.
Give its equation.
A vertical parabola on the coordinate plane has -intercept
; its only
-intercept is
.
Give its equation.
An ellipse on the coordinate plane has as its center the point . It passes through the points
and
. Give its equation.
A vertical parabola on the coordinate plane shares one -intercept with the line of the equation
, and the other with the line of the equation
. It also passes through
. Give the equation of the parabola.
Give the equation of the above ellipse.