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Parallel and Perpendicular Sort

Author: Adams Dawn
Description: Are the pairs of equations shown Parallel, Perpendicular or Neither?
Keywords: Parallel Lines, Perpendicular Lines, , , , , online teaching

Content:
Groups:
1. Parallel
2. Perpendicular
3. Neither
4. group_name4

Objects:
0. y= 3/4x - 14 %26 y = -4/3x %2b 1
1. y= -3/8x %2b 15 %26 y= 8/3x - 5
2. y= -2/3x-9 %26 y= -2/3x-2
3. y= 1/2x%2b2 %26 y= 2x - 2
4. y= 7/4x -17 %26 y= 7/4x - 3
5. y= 2/5x %2b 11 %26 y= - 2/5x - 2
6. y= - x%2b3 %26 y = - x %2b 4
7. y= 1/3x - 10 %26 y = - 3x - 15
8. y= -5/6x %2b 12 %26 5x %2b 6y = 1
9. y = -3/2x - 9 %26 y = -2/3x - 2
10. y = -1/3x %2b 8 %26 3x %2b y = -12
11. y = -3x %2b 3 %26 y = 1/3x - 4
12. y=-1/2x - 7 %26 y = 1/2x %2b 3
13. y = 7/4x %2b 3 %26 4x %2b 7y = -14
14. y = -5/3x - 20 %26 -5x %2b 3y=-9
15. y = 2x - 14 %26 y = 2x - 4
16. y = -x - 13 %26 x - y = 12
17. y = -5/6x %2b3 %26 -6x %2b 5y=-10
18. y = 5/2x - 17 %26 5x %2b 2y = 8
19. y = -3/2x - 8 %26 3x - 2y = 2
20. y = -3/4x - 2 %26 4x %2b 3y = 3
21. y = 4/3x %2b 20 %26 -4x %2b 3y = 6
22. y = 1/2x - 5 %26 -x %2b 2y = -20
23. y = -2/3x %2b18 %26 2x %2b 3y= -2
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