Question

Под разгрузку подано 2 вагона с апельсинами. В одном вагоне 856 коробок , а в другом 712 коробок, с одинаковой массой апельсинов в каждой коробке. Какова масса апельсинов в каждом вагоне, если апельсинов в первом вагоне на 1728 кг больше, чем во втором?

Answer 1

1)856 -712 = 144 коробки разница

2)1728 : 144 =12 кг в 1 коробке

3)856 х12 =10272 кг в первом вагоне

4)712 х12 =8544 кг во втором вагоне.

Answer 2

Calculation of the Orange Mass in Each Wagon

To calculate the mass of oranges in each wagon, we need to determine the mass of oranges in the first wagon and the second wagon separately.

Let's denote the mass of oranges in the first wagon as x and the mass of oranges in the second wagon as y.

According to the given information, there are 856 boxes of oranges in the first wagon and 712 boxes of oranges in the second wagon. It is also mentioned that the mass of oranges in each box is the same.

We are given that the mass of oranges in the first wagon is 1728 kg more than the mass of oranges in the second wagon.

To find the mass of oranges in each wagon, we can set up the following equation:

x = y + 1728

Now, let's solve this equation to find the values of x and y.

Substituting the value of x from the equation above into the equation for the number of boxes:

856 = y + 1728

Simplifying the equation:

y = 856 - 1728

y = -872

Since the mass of oranges cannot be negative, we can conclude that there is an error in the given information or calculation.

Unfortunately, based on the information provided, we cannot determine the mass of oranges in each wagon.