1)) Rebecca brings 12 cookies to a neighborhood picnic. Nick brings 18 cookies to the picnic. There are 10 people coming to the picnic. Each person will get the same number of cookies. ()) Which expression tells you the number of ookies that each person will get? \( (12+18) \div 10 \) \( (12+18) \cdot 10 \)

To determine how many cookies each person will get, we need to follow these steps: 1. **Identify the total number of cookies**: - Rebecca brings 12 cookies. - Nick brings 18 cookies. - Therefore, the total number of cookies is \( 12 + 18 \). 2. **Determine the number of people**: - There are 10 people coming to the picnic. 3. **Calculate the number of cookies each person will get**: - To find out how many cookies each person will receive, we divide the total number of cookies by the number of people. This can be expressed as: \[ \text{Cookies per person} = \frac{(12 + 18)}{10} \] Now, let's evaluate the two expressions provided: - \( (12 + 18) \div 10 \): This expression correctly represents the total number of cookies divided by the number of people. - \( (12 + 18) \cdot 10 \): This expression incorrectly multiplies the total number of cookies by the number of people, which does not give the number of cookies per person. Thus, the correct expression that tells you the number of cookies that each person will get is: \[ (12 + 18) \div 10 \]