Question

Name LESSON 4-5 Equations of Parallel and Perpendicular Lines Practice and Problem Solving: A/B Find the rise and the run between the marked points on each graph. Then find the slope of the line. 1. (5,0) (0,-4) 2. (-2,9) rise = 4 run = 5 rise = run = slope = \frac{4}{5} = slope = (1,3) 3. (4,4) rise = run = slope = Write an equation parallel to the given line through the given point. 4. parallel to \(y = 9x + 4\) through \((2, 7)\) 5. parallel to \(y = 4x - 6\) through \((6, -3)\) 2 6. parallel to \(y = \frac{2}{3}x + 6\) through \((-3, 6)\) 7. parallel to \(y = -\frac{1}{4}x - 12\) through \((12, 10)\) Write an equation perpendicular to the given line through the given point. 8. perpendicular to \(y = \frac{1}{4}x + 3\) through \((4, 1)\) 9. perpendicular to \(y = -\frac{1}{3}x - 6\) through \((-2, 8)\) 10. perpendicular to \(y = -6x - 9\) through \((6, 10)\) 11. perpendicular to \(y = 5x + 14\) through \((5, -3)\)

          Name
LESSON
4-5
Equations of Parallel and Perpendicular Lines
Practice and Problem Solving: A/B
Find the rise and the run between the marked points on each graph.
Then find the slope of the line.
1.
(5,0)
(0,-4)
2.
(-2,9)
rise = 4 run = 5
rise =
run =
slope = \frac{4}{5} = 
 slope =
(1,3)
3.
(4,4)
rise =
run =
slope =
Write an equation parallel to the given line through the given point.
4. parallel to \(y = 9x + 4\)
through \((2, 7)\)
5. parallel to \(y = 4x - 6\)
through \((6, -3)\)
2
6. parallel to \(y = \frac{2}{3}x + 6\)
through \((-3, 6)\)
7. parallel to \(y = -\frac{1}{4}x - 12\)
through \((12, 10)\)
Write an equation perpendicular to the given line through
the given point.
8. perpendicular to \(y = \frac{1}{4}x + 3\)
through \((4, 1)\)
9. perpendicular to \(y = -\frac{1}{3}x - 6\)
through \((-2, 8)\)
10. perpendicular to \(y = -6x - 9\)
through \((6, 10)\)
11. perpendicular to \(y = 5x + 14\)
through \((5, -3)\)

Name
LESSON
4-5
Equations of Parallel and Perpendicular Lines
Practice and Problem Solving: A/B
Find the rise and the run between the marked points on each graph.
Then find the slope of the line.
1.
(5,0)
(0,-4)
2.
(-2,9)
rise = 4 run = 5
rise =
run =
slope = (4)/(5) =
slope =
(1,3)
3.
(4,4)
rise =
run =
slope =
Write an equation parallel to the given line through the given point.
4. parallel to y = 9x + 4
through (2, 7)
5. parallel to y = 4x - 6
through (6, -3)
2
6. parallel to y = (2)/(3)x + 6
through (-3, 6)
7. parallel to y = -(1)/(4)x - 12
through (12, 10)
Write an equation perpendicular to the given line through
the given point.
8. perpendicular to y = (1)/(4)x + 3
through (4, 1)
9. perpendicular to y = -(1)/(3)x - 6
through (-2, 8)
10. perpendicular to y = -6x - 9
through (6, 10)
11. perpendicular to y = 5x + 14
through (5, -3)

Added by Sydney O.

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