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?[br]
Sports drinks use sodium (better known as salt) to help people replenish electrolytes. Here are the nutrition labels of two sports drinks.
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[/img][br][br]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?[br]
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 [b]equivalent ratios[/b].[br][br][br]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?

IM 6.2.3 Practice: Recipes

A recipe for 1 batch of spice mix says, “Combine 3 teaspoons of mustard seeds, 5 teaspoons of chili powder, and 1 teaspoon of salt.” 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[/img][br][br][br]How many batches are represented by the diagram? Explain your reasoning.
Priya makes chocolate milk by mixing 2 cups of milk and 5 tablespoons of cocoa powder. Draw a diagram that clearly represents two batches of her chocolate milk.
In a recipe for fizzy grape juice, the ratio of cups of sparkling water to cups of grape juice concentrate is 3 to 1.
Find two more ratios of cups of sparkling water to cups of juice concentrate that would make a mixture that tastes the same as this recipe.
Describe another mixture of sparkling water and grape juice that would taste different than this recipe.[br]
Write the missing number under each tick mark on the number line.
At the kennel, there are 6 dogs for every 5 cats. Find the missing numbers:
The ratio of dogs to cats is ______ to ______.
The ratio of cats to dogs is ______ to ______.
For every ______ dogs there are ______ cats.
The ratio of cats to dogs is ______ : ______.
[size=150]Elena has 80 unit cubes. What is the volume of the largest cube she can build with them?[/size]
Fill in the blanks to make each equation true.
[math]3\cdot\frac{1}{3}[/math]=_____
[math]10\cdot\frac{1}{10}[/math]=_____
[math]19\cdot\frac{1}{19}[/math]=_____
[math]a\cdot\frac{1}{a}[/math]=_____[br](as long as [math]a[/math] does not equal 0.)
[math]5\cdot[/math]_____[math]=1[/math]
[math]17\cdot[/math]_____[math]=1[/math]
[math]b\cdot[/math]_____[math]=1[/math]

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