IM 6.2.3 Lesson: Recipes
This flower is made up of yellow hexagons, red trapezoids, and green triangles.
Write sentences to describe the ratios of the shapes that make up this pattern.
How many of each shape would be in two copies of this flower pattern?
Here are diagrams representing three mixtures of powdered drink mix and water:
How would the taste of Mixture A compare to the taste of Mixture B?
Use the diagrams to complete each statement:
Mixture B uses ______ cups of water and ______ teaspoons of drink mix. The ratio of cups of water to teaspoons of drink mix in Mixture B is ________.
Mixture C uses ______ cups of water and ______ teaspoons of drink mix. The ratio of cups of water to teaspoons of drink mix in Mixture C is ________.
How would the taste of Mixture B compare to the taste of Mixture C?
Sports drinks use sodium (better known as salt) to help people replenish electrolytes. Here are the nutrition labels of two sports drinks.
Which of these drinks is saltier? Explain how you know.
If you wanted to make sure a sports drink was less salty than both of the ones given, what ratio of sodium to water would you use?
A recipe for one batch of cookies calls for 5 cups of flour and 2 teaspoons of vanilla. Draw a diagram that shows the amount of flour and vanilla needed for two batches of cookies.
A recipe for one batch of cookies calls for 5 cups of flour and 2 teaspoons of vanilla.
How many batches can you make with 15 cups of flour and 6 teaspoons of vanilla?
How much flour and vanilla would you need for 5 batches of cookies?
Whether the ratio of cups of flour to teaspoons of vanilla is 5:2, 10:4 or 15:6, the recipes would make cookies that taste the same. We call these equivalent ratios. Find another ratio of cups of flour to teaspoons of vanilla that is equivalent to these ratios. How many batches can you make using this new ratio of ingredients?