Question

В большом зале филармонии 36 рядов,а в малом-28.Число мест в каждом ряду в одинаково.Сколько мест в каждом зале,если в большом-на 240 мест больше,чем в малом?

Answer 1

1) 36-28=8(р) - на восьми рядах расположено 240 мест

2) 240/8=30(м) - в одном ряду

3) 30*36=1080(м) - в большом зале

4) 30*28=840(м) - в малом зале

Ответ: 1080 мест, 840 мест

Answer 2

240:(36-28)=30-мест в ряду

2)30*36=1080-мест в большом зале

3)30*28=840-мест в малом зале

 

 

 

 

Answer 3

Calculating the Number of Seats in Each Hall

To calculate the number of seats in each hall, we can use the given information that there are 36 rows in the large hall and 28 rows in the small hall, with the same number of seats in each row. Additionally, we know that the large hall has 240 more seats than the small hall.

Let's denote the number of seats in each row as x.

The total number of seats in the large hall can be calculated as 36 (number of rows) multiplied by x (number of seats in each row). Similarly, the total number of seats in the small hall can be calculated as 28 (number of rows) multiplied by x.

We can then set up an equation based on the given information to solve for x.

Calculations

The total number of seats in the large hall is 36x, and the total number of seats in the small hall is 28x. Given that the large hall has 240 more seats than the small hall, we can express this as an equation:

36x = 28x + 240

Solving for x: 36x - 28x = 240 8x = 240 x = 30

Conclusion

Therefore, there are 30 seats in each row of both the large and small halls.