DSQ: Calculating the slope of a line
Practice Questions
GMAT Quantitative Reasoning › DSQ: Calculating the slope of a line
A line includes points 
Statement 1:
Statement 2:
Is the slope of the line 
Statement 1:
Statement 2:
Does a given line with intercepts 
Statement 1:
Statement 2:
Does a line on the coordinate plane have undefined slope?
Statement 1: It has 
Statement 2: It passes through Quadrant II.
Is the slope of a line on the coordinate plane positive, zero, negative, or undefined?
Statement 1: The line is perpendicular to the 
Statement 2: The line has no 
Give the slope of a line on the coordinate plane.
Statement 1: The line passes through the vertex of the parabola of the equation 
Statement 2: The line passes through the 
Give the slope of a line on the coordinate plane.
Statement 1: The line passes through the graph of the equation 
Statement 2: The line passes through the graph of the equation 
Does a given line with intercepts
Statement 1:
Statement 2:
Veronica's teacher gave her two equations, the first with the coefficients of both variables missing, as follows:
Veronica was challenged to write one number in each shape in order to form an equation whose line has the same slope as that of the second equation. The only restriction was that she could not write a 5 in the square or a 3 in the circle.
Did Veronica write an equation with the correct slope?
Statement 1: Veronica wrote a negative integer in the square and a positive integer in the circle.
Statement 2: Veronica wrote an 8 in the circle.
Quinn was challenged by his teacher to fill in the square, the triangle, and the circle in the diagram below with three numbers to form the equation of a line with slope 
Did Quinn succeed?
Statement 1: Quinn wrote a 3 in the square.
Statement 2: Quinn wrote a 