 |  Proportional Relationships 12 Flashcards |  Start |
 | What is the constant of proportionality, and how can it be calculated from two quantities? |  Card: 1 / 12 |
| The constant of proportionality relates quantities.
| Card: 2 / 12 |
| If a recipe requires 2 cups of sugar to make 12 cookies, how much sugar is needed for 36 cookies? | Card: 3 / 12 |
| 6 cups of sugar needed.
| Card: 4 / 12 |
| True or False: A relationship is proportional if the graph passes through the point (0, 0). | Card: 5 / 12 |
| True. A proportional relationship's graph must pass through the origin (0, 0) to be considered proportional. | Card: 6 / 12 |
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| Riddle: I am a relationship where the ratio stays the same, whether you work 2 hours or 5, my constant remains. What am I? | Card: 7 / 12 |
| A proportional relationship. | Card: 8 / 12 |
| What distinguishes a proportional relationship from a non-proportional relationship? | Card: 9 / 12 |
| Proportional relationships have constant ratios.
| Card: 10 / 12 |
| Fill in the blank: In a proportional relationship, when one quantity is zero, the other quantity must also be ___. | Card: 11 / 12 |
| Zero. | Card: 12 / 12 |
| Completed! Keep practicing to master all of them. |  Restart |
