Question

Два железнодорожных состава перевозят груз. Первый состав перевозит в вагонах по 33 т груза, а второй — по 36 т. Всего два состава везут 1725 т груза. Определи, сколько тонн груза перевозит каждый состав, если количество вагонов в составах одинаковое. Первый состав перевозит т груза Второй состав перевозит т груза

Answer 1

33+36=69т всего
1725:69=25 по 25 вагонов
25*33=825т перевозит первый состав
25*36=900т перевозит второй состав
ответ 1- 825т          2-900т

Answer 2

Problem Analysis

Two trains are transporting cargo, with the first train carrying 33 tons per car and the second train carrying 36 tons per car. Together, the two trains transport 1725 tons of cargo. We need to determine how many tons of cargo each train is transporting if the number of cars in each train is the same.

Solution

Let's denote the number of cars in each train as x. The total cargo transported by the first train is then 33x tons, and the total cargo transported by the second train is 36x tons. Given that the total cargo transported by both trains is 1725 tons, we can form the equation:

33x + 36x = 1725

Solving for x will give us the number of cars in each train, and then we can find the total cargo transported by each train.

Calculation

Adding the cargo capacities of both trains: 33x + 36x = 1725 69x = 1725 x = 1725 / 69 x = 25

So, each train has 25 cars. Now, we can find the total cargo transported by each train: - The first train transports 33 * 25 = 825 tons of cargo. - The second train transports 36 * 25 = 900 tons of cargo.

Therefore, the first train transports 825 tons of cargo, and the second train transports 900 tons of cargo.

Answer

So, the first train transports 825 tons of cargo, and the second train transports 900 tons of cargo.