Soda and Juice Ratio Problems

The video tutorial explains how to use ratios and proportions to calculate the ingredients needed for Amy's punch recipe. It covers the ratio of soda to juice, soda to punch, and how to determine the percentage of soda in the punch. Additionally, it demonstrates how to calculate the amount of juice needed for a given amount of soda and the amount of soda required for a specific volume of punch.

What is the basic ratio of lemon-lime soda to juice in Amy's punch recipe?

• 3:1

• 2:3

• 1:3

• 1:2

How can the ratio of soda to juice be expressed?

• Using a fraction bar, the word 'to', or a colon

• Using only a colon

• Using only a fraction bar

• Using only the word 'to'

What is the ratio of soda to punch if Amy uses one liter of soda?

• 1:2

• 1:3

• 1:4

• 2:4

What percentage of the punch is soda?

• 25%

• 20%

• 40%

• 30%

If Amy uses six liters of soda, how many liters of juice does she need?

• 20 liters

• 15 liters

• 12 liters

• 18 liters

What is the ratio of soda to juice when Amy uses six liters of soda?

• 6:18

• 3:1

• 2:3

• 1:3

How many liters of soda are needed to make 40 liters of punch?

• 10 liters

• 12 liters

• 8 liters

• 15 liters

If the ratio of soda to punch is 1:4, how much punch is made with 10 liters of soda?

• 30 liters

• 40 liters

• 50 liters

• 60 liters

What is the total volume of punch if Amy uses 3 liters of soda?

• 9 liters

• 10 liters

• 12 liters

• 15 liters

If Amy wants to make 20 liters of punch, how many liters of soda does she need?

• 4 liters

• 7 liters

• 5 liters

• 6 liters