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Savannah went to her local ice cream shop. She needs to decide whether she wants her ice cream in a bowl, waffle cone, or sugar cone. She can also choose from 1 scoop, 2 scoops, or 3 scoops of ice cream. If there are 31 flavors of ice cream, how many options are there?

Answer :

Savannah has a total of 9 options when considering the choices of container (bowl, waffle cone, or sugar cone) and the number of scoops (1, 2, or 3) from the 31 flavors of ice cream available at the shop.

To determine the number of options Savannah has at the ice cream shop, considering her choices of bowl, waffle cone, or sugar cone and the number of scoops (1, 2, or 3), we need to calculate the total number of combinations.

For the choice of container (bowl, waffle cone, or sugar cone), there are 3 options.

For the number of scoops (1, 2, or 3), there are 3 options.

To calculate the total number of options, we multiply the number of options for the container by the number of options for the number of scoops:

Total number of options = 3 options (container) * 3 options (number of scoops)

= 9 options

Therefore, Savannah has a total of 9 options when considering the choices of container (bowl, waffle cone, or sugar cone) and the number of scoops (1, 2, or 3) from the 31 flavors of ice cream available at the shop.

Learn more about combinations here:

https://brainly.com/question/28065038

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