Form 14: Comparing Proportional vs Non-Proportional Models Exercise

Form 14: Comparing Proportional vs Non-Proportional Models

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Form 14: Comparing Proportional vs Non-Proportional Models

Compare proportional relationships with non-proportional models across tables, graphs, and equations. Identify key differences between linear patterns with and without offsets.

Questions

  1. MultiChoice

    Model A: y = 4x. Model B: y = 4x + 1. Which is proportional?

  2. MultiChoice

    Table 1: (1, 2), (2, 4), (3, 6). Table 2: (1, 2), (2, 5), (3, 8). Which table is proportional?

  3. MultiChoice

    Which relationship is proportional?

  4. MultiChoice

    Which table represents a proportional relationship?

  5. MultiChoice

    Which verbal description represents a proportional relationship?

  6. MultiChoice

    Which graph description is proportional?

  7. MultiChoice

    Is y = 5x^2 proportional?

  8. MultiChoice

    Is y = 0.5x proportional?

  9. MultiChoice

    Why is paying $10 per ticket with a $3 processing fee per order non-proportional to tickets?

  10. MultiChoice

    Which of these formulas is proportional?

  11. MultiChoice

    Table X: (x: 3, 6; y: 1, 2). Table Y: (x: 3, 6; y: 2, 5). Which is proportional?

  12. MultiChoice

    Which value of 'b' in y = kx + b makes the relationship proportional?