Snow Day Ratios!

On a snow day, 15 kids are building snowmen, and 5 kids are sledding. What is the ratio of kids building snowmen to kids sledding?

• 15 : 5

• 5 to 15

• 5 : 20

• 1 : 3

If the ratio of snowmen to sleds is 12:4, simplify this ratio to its simplest form.

• 24 : 8

• 12 to 4

• 6 : 2

• 3 : 1

On the hill, there are 8 red sleds and 6 blue sleds. What is the ratio of blue sleds to total sleds?

• 8 : 6

• 6 : 8

• 6 : 14

• 8 : 14

If the ratio of kids drinking hot cocoa to kids making snow angels is 3:7, how many kids are making snow angels if 9 kids are drinking hot cocoa?

• 24
• 18
• 21
• 14

A snowplow clears 4 driveways for every 2 hours of work. How many driveways will the snowplow clear in 6 hours?

• 10 driveways
• 12 driveways
• 8 driveways
• 14 driveways

There are 36 kids outside, with 24 building snowmen and the rest sledding. What is the simplest form of the ratio of kids sledding to the total number of kids?

• 2:3
• 1:2
• 3:4
• 1:3

On a frozen pond, 15 kids are skating, and 5 kids are playing hockey. What is the ratio of kids skating to the total number of kids on the pond? Simplify!

• 15 : 5

• 3 : 4

• 5 : 15

• 1 : 3

A snowflake pattern repeats in a 3:4 ratio of big snowflakes to small snowflakes. If there are 12 big snowflakes, how many small snowflakes are there in all?

• 24
• 20
• 8
• 16

For every 2 snowmen built, 3 snowballs are thrown. If 14 snowmen are built, how many snowballs will be thrown?

• 21
• 14
• 28
• 35

To make hot chocolate for a group, the recipe calls for 2 cups of milk for every 1 cup of cocoa powder. If you have 6 cups of milk, how much cocoa powder do you need?

• 1 cup of cocoa powder
• 2 cups of cocoa powder
• 4 cups of cocoa powder
• 3 cups of cocoa powder