GMAT Quantitative Reasoning › DSQ: Calculating the equation of a curve
In the -plane, the equation of line
is
.
The slope of line is 2. What is the value of
?
(1)
(2)
What is the equation of a vertical parabola on the coordinate plane?
Statement 1: The parabola has intercepts ,
, and
.
Statement 2: The parabola has vertex , and its line of symmetry is the line of the equation
.
What is the equation of a vertical parabola on the coordinate plane?
Statement 1: The vertex of the parabola is .
Statement 2: The parabola passes through the point .
What is the equation of a vertical parabola on the coordinate plane?
Statement 1: The -intercepts of the parabola are
and
.
Statement 2: The -intercept of the parabola is
.
What is the equation of a vertical parabola on the coordinate plane?
Statement 1: The parabola has its two intercepts at and
.
Statement 2: The parabola passes through and has as its line of symmetry the line of the equation
.
What is the equation of a vertical parabola on the coordinate plane?
Statement 1: The parabola has -intercepts
and
.
Statement 2: The line of symmetry of the parabola is the line of the equation .
What is the equation of a vertical parabola on the coordinate plane?
Statement 1: The parabola passes through points and
.
Statement 2: The parabola has exactly one -intercept.
What is the equation of a vertical parabola on the coordinate plane?
Statement 1: The parabola has its only -intercept at
.
Statement 2: The -intercept of the parabola is
.