aution OI Show the perpendicular line passing through the midpoint of line segment a. (1, 1) and (-2 , 2) b. (-1, -1) and (2, 2) Determine whether the points E(-2, 0), F(0,4), and G(-4, -4) are collinear. If the point (x, 3) lies on the line with a slope of m = -3, passing through the point a. (1, 1) find x. b. (1, -1) find x. c. (3, 3) and (1, 1) d. (3, -3) and (-2, -2) %3D

Big Ideas Math A Bridge To Success Algebra 1: Student Edition 2015
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Author:HOUGHTON MIFFLIN HARCOURT
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Chapter10: Radical Functions And Equations
Section: Chapter Questions
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13 only
passing through
given points
rlo pe
af a line
9. Find the
11. Find the slope-intercept of equation of the line J through (1, -3) and parallel to the ine
H having an equation of 3-y = -x+ 1
12. Show the perpendicular line passing through the midpoint of line segment
(1, 1) and (-2 , 2)
b. (-1, -1) and (2, 2)
c. (3, 3) and (1, 1)
d. (3, -3) and (-2, -2)
13. Determine whether the points E(-2, 0), F(0,4), and G(-4, -4) are collinear.
14. If the point (x, 3) lies on the line with a slope of m = -3, passing through the point
a.
a. (1, 1) find x.
b. (1, -1) find x.
c. (-3, 3) find x.
d. (-3, -3) find x.
15. Draw the line determined by the equation x + 5y – 10= 0. Determine whether the
points A(0, 2), B(3, 2) and C(5, 1) lie on this line.
Transcribed Image Text:passing through given points rlo pe af a line 9. Find the 11. Find the slope-intercept of equation of the line J through (1, -3) and parallel to the ine H having an equation of 3-y = -x+ 1 12. Show the perpendicular line passing through the midpoint of line segment (1, 1) and (-2 , 2) b. (-1, -1) and (2, 2) c. (3, 3) and (1, 1) d. (3, -3) and (-2, -2) 13. Determine whether the points E(-2, 0), F(0,4), and G(-4, -4) are collinear. 14. If the point (x, 3) lies on the line with a slope of m = -3, passing through the point a. a. (1, 1) find x. b. (1, -1) find x. c. (-3, 3) find x. d. (-3, -3) find x. 15. Draw the line determined by the equation x + 5y – 10= 0. Determine whether the points A(0, 2), B(3, 2) and C(5, 1) lie on this line.
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