This math topic involves practicing the skill of calculating equivalent ratios. Each problem presents a scenario where specific quantities of ingredients (like peach and lime for a smoothie, or mustard and ketchup for a sauce) are used in a defined ratio. The challenge is to determine how much of one ingredient is needed when a different quantity of the other ingredient is given. The ratios are applied to real-world instances, such as recipes and paint mixing, enhancing the practical application and understanding of ratios.
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This smoothie needs 20 ml of peach for every 14 ml of lime. How much peach is needed if you have 7 ml of lime
Math worksheet on 'Ratios - Equivalent, Shrinking Recipes with Non-Integer Multiples - Whole Numbers (Level 2)'. 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 16 ml of blue for every 12 ml of magenta. How much blue is needed if you have 6 ml of magenta |
8 ml |
13 ml |
5 ml |
10 ml |
This sundae needs 20 ml of strawberry for every 25 ml of chocolate. How much strawberry is needed if you have 10 ml of chocolate |
8 ml |
12 ml |
6 ml |
2 ml |
This sundae needs 2 ml of strawberry for every 8 ml of chocolate. How much strawberry is needed if you have 4 ml of chocolate |
1 ml |
3 ml |
6 ml |
7 ml |
This smoothie needs 15 ml of peach for every 18 ml of lime. How much peach is needed if you have 12 ml of lime |
10 ml |
17 ml |
16 ml |
14 ml |
This sauce needs 21 ml of mustard for every 15 ml of ketchup. How much mustard is needed if you have 5 ml of ketchup |
7 ml |
1 ml |
9 ml |
8 ml |
This paint color needs 6 ml of blue for every 8 ml of magenta. How much blue is needed if you have 4 ml of magenta |
3 ml |
4 ml |
7 ml |
1 ml |
This sauce needs 24 ml of mustard for every 18 ml of ketchup. How much mustard is needed if you have 6 ml of ketchup |
8 ml |
9 ml |
13 ml |
15 ml |