Final answer:
To find the total number of seats in the theatre, multiply the number of rows by the number of seats per row for each section and add them together. The theatre with 58 rows of 12 seats and 8 rows of 10 seats in total has 776 seats, which is crucial information for revenue and budget planning.
Step-by-step explanation:
The question asks us to solve the mathematical problem of finding the total number of seats in a theatre that has 58 rows with 12 seats each and 8 rows with 10 seats each. To give a 500-word answer, we can delve into not only the solution but also how such calculations are relevant for understanding the capacity and potential earnings of a theatre.
The expression to represent the total number of seats is calculated as follows:
- Firstly, calculate the total number of seats in the 58 rows: 58 rows × 12 seats per row
- Then, calculate the total number of seats in the 8 rows: 8 rows × 10 seats per row
- Add the two results together to find the total number of seats in the theatre.
Let's carry out these steps:
- 58 rows × 12 seats per row = 696 seats
- 8 rows × 10 seats per row = 80 seats
- Combine the two: 696 seats + 80 seats = 776 seats
This tells us the theatre has a total of 776 seats. Such information is crucial for theatre management to calculate potential earnings, including ticket sales, as well as budgeting for production costs.
Understanding the capacity allows for precise planning regarding the number of performances, ticket pricing, and overall revenue. In the context of business operations, knowing the theatre's capacity is just the starting point for a multitude of necessary calculations in the theatre industry.