This math topic focuses on practicing ratios and proportions, specifically on solving problems involving equivalent ratios and adjusting quantities in recipes or mixtures using integer multiples and fractions. Problems include determining amounts of ingredients required to maintain a ratio when quantities are scaled up or adjusted, emphasizing fractional relationships and proportional reasoning within the context of cooking and mixing colors. The difficulty level is designed to challenge understanding of rates and ratios in practical scenarios.
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This sundae needs 1 cup of strawberry for every 7/8 cup of chocolate. How many cups of strawberry is needed if you have 3 1/2 cup of chocolate
Math worksheet on 'Ratios - Equivalent, Expanding Recipes with Integer Multiples - Fractions (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 1/4 cup of blue for every 1/8 cup of magenta. How many cups of blue is needed if you have 1/4 cup of magenta |
This sauce needs 1 cup of mustard for every 7/8 cup of ketchup. How many cups of mustard is needed if you have 2 5/8 cup of ketchup |
This smoothie needs 7/8 cup of peach for every 3/4 cup of lime. How many cups of peach is needed if you have 3 cup of lime |
This paint color needs 3/4 cup of blue for every 5/8 cup of magenta. How many cups of blue is needed if you have 1 1/4 cup of magenta |
This sundae needs 1/2 cup of strawberry for every 3/8 cup of chocolate. How many cups of strawberry is needed if you have 3/4 cup of chocolate |
This paint color needs 3/8 cup of blue for every 1/4 cup of magenta. How many cups of blue is needed if you have 1 cup of magenta |
This sundae needs 3/8 cup of strawberry for every 1/4 cup of chocolate. How many cups of strawberry is needed if you have 1 cup of chocolate |