GMAT Quantitative Reasoning › DSQ: Calculating the equation of a perpendicular line
Find the equation to a line perpendicular to line .
Calculate the equation of a line perpendicular to line .
Find the equation of the line perpendicular to .
I) has a slope of
.
II) The line must pass through the point .
Line AB is perpindicular to Line BC. Find the equation for Line AB.
1. Point B (the intersection of these two lines) is (2,5).
2. Line BC is parallel to the line y=2x.
Given , find the equation of
, a line
to
.
I) .
II) The -intercept of
is at
.
Consider :
Find , a line perpendicular to
, given the following:
I) passes through the point
.
II) passes through the point
.
Give the equation of a line on the coordinate plane.
Statement 1: The line shares an -intercept and its
-intercept with the line of the equation
.
Statement 2: The line is perpendicular to the line of the equation .