Question

Товарный поезд состоит из платформ, цистерн и вагонов. Цистерн в 4 раза меньше чем платформ, но на 20 штук больше чем вагонов. Сколько всего платформ, цистерн и вагонов, если платформ на 141 штук больше чем цистерн?

Answer 1

Наврено 5555555738373747 дажажада

Answer 2

Problem Analysis

We are given the following information: - The number of platforms is 141 more than the number of tanks (cisterns). - The number of tanks is 20 more than the number of wagons. - The number of tanks is 4 times less than the number of platforms.

We need to determine the total number of platforms, tanks, and wagons.

Solution

Let's assign variables to the unknown quantities: - Let P be the number of platforms. - Let T be the number of tanks. - Let W be the number of wagons.

From the given information, we can write the following equations: 1. P = T + 141 (the number of platforms is 141 more than the number of tanks). 2. T = W + 20 (the number of tanks is 20 more than the number of wagons). 3. T = P/4 (the number of tanks is 4 times less than the number of platforms).

We can solve this system of equations to find the values of P, T, and W.

Substituting equation 2 into equation 1, we get: P = (W + 20) + 141 P = W + 161

Substituting equation 3 into equation 1, we get: P = (P/4) + 141 4P = P + 564 3P = 564 P = 564/3 P = 188

Substituting the value of P into equation 2, we get: T = 188/4 T = 47

Substituting the value of T into equation 2, we get: 47 = W + 20 W = 47 - 20 W = 27

Therefore, the total number of platforms, tanks, and wagons is: - P = 188 (platforms) - T = 47 (tanks) - W = 27 (wagons)

Answer

The total number of platforms, tanks, and wagons is: - Platforms: 188 - Tanks: 47 - Wagons: 27