This math topic focuses on practicing equivalent ratios and their application in real-world scenarios, specifically in recipes and mixing ingredients. Students learn to calculate the necessary quantities when given ratios and base measures, adjusting proportions to different amounts. The problems use scenarios like adjusting the amount of strawberry in a sundae or peach in a smoothie, relative to another ingredient, based on given ratios. Questions are presented in a multiple-choice format, enhancing skills in proportional reasoning and practical application of ratios.
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This smoothie needs 11 ml of peach for every 8 ml of lime. How much peach is needed if you have 16 ml of lime
Earned ?
Math worksheet on 'Ratios - Equivalent, Expanding 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 sundae needs 6 ml of strawberry for every 9 ml of chocolate. How much strawberry is needed if you have 27 ml of chocolate |
18 ml |
15 ml |
14 ml |
25 ml |
This sauce needs 8 ml of mustard for every 10 ml of ketchup. How much mustard is needed if you have 25 ml of ketchup |
20 ml |
27 ml |
23 ml |
26 ml |
This paint color needs 5 ml of blue for every 6 ml of magenta. How much blue is needed if you have 12 ml of magenta |
10 ml |
6 ml |
3 ml |
11 ml |
This paint color needs 12 ml of blue for every 13 ml of magenta. How much blue is needed if you have 39 ml of magenta |
36 ml |
32 ml |
37 ml |
28 ml |
This paint color needs 6 ml of blue for every 4 ml of magenta. How much blue is needed if you have 12 ml of magenta |
18 ml |
12 ml |
24 ml |
21 ml |
This paint color needs 11 ml of blue for every 10 ml of magenta. How much blue is needed if you have 20 ml of magenta |
22 ml |
25 ml |
23 ml |
26 ml |
This paint color needs 10 ml of blue for every 8 ml of magenta. How much blue is needed if you have 16 ml of magenta |
20 ml |
24 ml |
22 ml |
12 ml |