Question

A cafeteria can seat 5x10*2 students. Each table has 2x10*1 seats. How many tables are in the cafeteria?

Answer 1

Answer: 25 tables.

Explanation:

5 • 10*2= 500 (10*2= 100, then 100 times 5)

2 • 10*1= 20 (10*1= 10, then times 2)

Therefore a cafeteria can seat 500 students. Each table had 20 seats.

Divide 500/20 and get 25.

Hope this helps.

Answer 2

The cafeteria, with a total seating capacity of
`\(5 * 10^2\)` students, accommodates 25 tables. Each table has
`\(2 * 10^1\)` seats, ensuring ample seating for the students in the cafeteria.

Let's break down the information given:

- The cafeteria can seat
`\(5 * 10^2\)` students.

- Each table has
`\(2 * 10^1\)` seats.

To find the number of tables, divide the total number of seats in the cafeteria by the number of seats per table:

`\[ \text{Number of tables} = \frac{\text{Total seats in cafeteria}}{\text{Seats per table}} \]`

`\[ \text{Number of tables} = (5 * 10^2)/(2 * 10^1) \]`

Simplify the expression:

Number of tables =
`(500)/(20)`

Number of tables = 25

Therefore, there are 25 tables in the cafeteria.