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To calculate how many possible Kids' Lunches are available based on the choices given, we need to multiply the number of possibilities for each choice.

Here are the choices and their possible options:

1. **Size**: Small, Large (2 possibilities)
2. **Cheese**: With cheese, Without cheese (2 possibilities)
3. **Type of bun**: Plain bun, Sesame seed bun, Wheat bun (3 possibilities)
4. **Side order**: Fries, Onion rings (2 possibilities)
5. **Fruit drink**: Orange, Grape (2 possibilities)

Now, we multiply these possibilities together:

\[
2 \times 2 \times 3 \times 2 \times 2 = 48
\]

So, there are **48 possible Kids' Lunches**.

Would you like more details on the calculation? Here are five related questions you could explore:

1. How would the total number of possibilities change if a third drink option were added?
2. What if there were three side orders instead of two?
3. How many Kids' Lunch combinations would there be if we removed the cheese option?
4. What if the customer had to choose two different drinks instead of just one?
5. How would adding a dessert option with three choices affect the total number of combinations?

**Tip**: When calculating combinations like this, always multiply the number of possibilities for each choice to find the total number of combinations!

When ordering the Kids' Lunch at Burger Universe, the customer must choose a size, whether or not to have cheese, a type of bun, a side order, and a type of fruit drink. How many Kids' Lunches are possible?

Learn how to calculate the number of possible Kids' Lunch combinations at Burger Universe. With choices for size, cheese, bun, side order, and fruit drink, there are 48 possible combinations. This combinatorics problem is ideal for students in Grades 5-8 and demonstrates the use of the multiplication principle of counting.

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