This math topic focuses on understanding and applying the concept of equivalent ratios. The problems specifically involve calculating proportional quantities in practical situations such as adjusting recipe ingredients (e.g., paint colors or food sauces) based on given ratios. Students are given initial ratios between two ingredients and must determine the amount of one ingredient needed when provided with a different amount of the other ingredient. This helps strengthen their ability to work with ratios, proportions, and practical application of integer multiples with whole numbers.
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This paint color needs 36 ml of blue for every 42 ml of magenta. How much blue is needed if you have 14 ml of magenta
Earned ?
Math worksheet on 'Ratios - Equivalent, Shrinking Recipes with Integer Multiples - Whole Numbers (Level 3)'. Part of a broader unit on 'Rates and Ratios - Practice' Learn online: app.mobius.academy/math/units/rates_and_ratios_practice/ |
This paint color needs 52 ml of blue for every 48 ml of magenta. How much blue is needed if you have 12 ml of magenta |
13 ml |
17 ml |
5 ml |
16 ml |
This sundae needs 12 ml of strawberry for every 24 ml of chocolate. How much strawberry is needed if you have 8 ml of chocolate |
4 ml |
3 ml |
10 ml |
7 ml |
This paint color needs 45 ml of blue for every 36 ml of magenta. How much blue is needed if you have 12 ml of magenta |
15 ml |
8 ml |
7 ml |
11 ml |
This sundae needs 6 ml of strawberry for every 15 ml of chocolate. How much strawberry is needed if you have 5 ml of chocolate |
2 ml |
1 ml |
4 ml |
5 ml |
This sauce needs 51 ml of mustard for every 39 ml of ketchup. How much mustard is needed if you have 13 ml of ketchup |
17 ml |
9 ml |
23 ml |
20 ml |
This sauce needs 32 ml of mustard for every 20 ml of ketchup. How much mustard is needed if you have 5 ml of ketchup |
8 ml |
6 ml |
7 ml |
15 ml |
This sundae needs 15 ml of strawberry for every 24 ml of chocolate. How much strawberry is needed if you have 8 ml of chocolate |
5 ml |
2 ml |
8 ml |
1 ml |