This math topic focuses on practicing the calculation of equivalent ratios in the context of adjusting ingredient amounts in recipes and mixtures. The problems present scenarios requiring the application of ratios to determine the correct quantity of one ingredient based on the provided quantity of another, using whole numbers. The given instances involve calculating the right amounts of ingredients like peach, lime, mustard, ketchup, and paint colors in smoothies and sauces, aiding in understanding the concept of ratio and proportion in everyday use cases.
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This paint color needs 33 ml of blue for every 27 ml of magenta. How much blue is needed if you have 9 ml of magenta
Math worksheet on 'Ratios - Equivalent, Shrinking Recipes with Integer Multiples - Whole Numbers (Level 1)'. Part of a broader unit on 'Rates and Ratios - Practice' Learn online: app.mobius.academy/math/units/rates_and_ratios_practice/ |
This smoothie needs 4 ml of peach for every 8 ml of lime. How much peach is needed if you have 2 ml of lime |
1 ml |
6 ml |
2 ml |
7 ml |
This sundae needs 24 ml of strawberry for every 18 ml of chocolate. How much strawberry is needed if you have 6 ml of chocolate |
8 ml |
11 ml |
7 ml |
10 ml |
This smoothie needs 16 ml of peach for every 12 ml of lime. How much peach is needed if you have 3 ml of lime |
4 ml |
8 ml |
2 ml |
3 ml |
This sauce needs 12 ml of mustard for every 9 ml of ketchup. How much mustard is needed if you have 3 ml of ketchup |
4 ml |
2 ml |
8 ml |
1 ml |
This smoothie needs 8 ml of peach for every 12 ml of lime. How much peach is needed if you have 3 ml of lime |
2 ml |
9 ml |
1 ml |
4 ml |
This paint color needs 30 ml of blue for every 24 ml of magenta. How much blue is needed if you have 8 ml of magenta |
10 ml |
12 ml |
14 ml |
17 ml |
This paint color needs 32 ml of blue for every 36 ml of magenta. How much blue is needed if you have 9 ml of magenta |
8 ml |
10 ml |
9 ml |
4 ml |