Answer :
Final answer:
While the question appears to be about the number of chicken tenders in a kid's meal, it is actually focused on combinatorial math. By multiplying the options for appetizers, entrées, and desserts, we find that there can be 24 different meal combinations.
Explanation:
The question does not directly provide the number of chicken tenders served in a kid's meal; however, it hints at understanding combinatorial calculations.
To determine the total number of different ways a meal can be prepared, one would multiply the number of options for each course together.
The provided information states that there are 3 appetizer options, 4 entrée options, and 2 dessert options. Thus, to calculate the total combinations, you would perform the following calculation: 3 (appetizers) imes 4 (entrées) imes 2 (desserts) = 24 different combinations for the meal.
