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Locate and label each number on the number line:
1.5
1.75
The other day, we mixed 5 ml of blue water with 15 ml of yellow water to make green water. Now we want to make a very small batch of the same shade of green water.
On the number line for blue water, label the four tick marks shown.
On the number line for yellow water, draw and label tick marks to show the amount of yellow water needed for each amount of blue water.
How much yellow water should be used for 1 ml of blue water? Circle where you can see this on the double number line.
A recipe for play clay says, “For every 2 pints of liquid glue, mix in 8 cups of corn flour.”
Follow the instructions to draw a double number line diagram that represents the recipe for play clay.
Compare your double number line diagram with your partner’s. Discuss your thinking. If needed, revise your diagram.
Next, use your double number line to answer these questions:
A recipe for radish cake calls for 20 ounces of radish for every 6 ounces of rice flour.
Draw a double number line diagram that represents the amounts of radish and rice flour in different-size batches of this recipe.
If you made a large amount of radish cake by mixing 80 ounces of radish with 30 ounces of rice flour, would it taste the same as the original recipe? Explain or show your reasoning.
The original recipe calls for 3 tablespoons of chopped green onions for every 6 ounces of rice flour.
Add a line to your diagram to represent the amount of green onions in different batches of radish cake.
How many tablespoons of green onions should you mix with 60 ounces of radish to make a radish cake that tastes the same as the original recipe?
Here are some guidelines to keep in mind when drawing a double number line diagram:
For example, the ratio of the number of eggs to cups of milk in a recipe is . Here is a double number line that represents the situation:
We can also say that this recipe uses “4 eggs per cup of milk” because the word per means “for each.”
The word per means “for each.”
For example, the price is \$5 per ticket. This means \$5 must be paid for each ticket. Buying 4 tickets costs $20, because .