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Matching Equations to Their Parallel Lines in Sets

This exercise focuses on matching various linear equations from one set to corresponding equations in another set that are parallel. Understanding the relationship between these equations is essential for mastering concepts of slope and parallel lines in algebra. By finding pairs of equations, students can enhance their analytical skills and grasp the fundamental principles that govern linear relationships. This activity encourages critical thinking and reinforces knowledge of slope-intercept form.

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Matching Equations to Their Parallel Lines in Sets

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  1. C

  2. B

  3. C

  4. D

  5. D A C B

  6. B C A D

  7. Match each equation to its table.

  8. D B C

  9. Match each equation to its table.

  10. E F A

  11. Match each equation in the first set to the second set which describes a line parallel to the line of the first equation. • 5x - y = -10 • 6x - 2y = 12 • 2x - 4y = -12 • 33. 2x + 10y = 30

  12. C B A D

  13. Match each equation in the first set to the second set which describes a line parallel to the line of the first equation. 29. 5x + y = 18 30. 6x - 3y = 14 34. 3x - 3y = 21 35. x - y = 4

  14. F E G H

  15. B

  16. C

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