Question

В первый киоск привезли в одинаковых ящиках 520кг яблок, а во второй киоск в таких же ящиках 460 кг. Во второй киоск привезли на 3 ящика меньше, чем в первый. Сколько ящиков яблок привезли в каждый киоск?

Answer 1

1) 520-460=60 (кг) - разнца 
2) 60/3=20 (кг) - в 1 ящике 
3) 520/20=26 (ящ. ) - ривезли в1 киоск 
4) 26 -3 = 23 (ящ. ) - привезли во 2 киоск

Answer 2

Solution:

Let's denote the number of boxes brought to the first kiosk as x and the weight of each box as y. We are given the following information: 1. The total weight of apples brought to the first kiosk is 520 kg. 2. The total weight of apples brought to the second kiosk is 460 kg. 3. The second kiosk received 3 boxes less than the first kiosk.

We can use this information to form two equations and solve for the number of boxes and the weight of each box.

Let's start by setting up the equations:

1. For the first kiosk: x * y = 520 2. For the second kiosk: (x - 3) * y = 460

Now, we can solve these equations to find the values of x and y.

Calculation:

From the first equation, we have: x * y = 520

From the second equation, we have: (x - 3) * y = 460

We can solve these equations to find the values of x and y.

Solution:

Using the given information, we can solve for the number of boxes and the weight of each box:

1. Number of boxes brought to the first kiosk (x): 20 2. Number of boxes brought to the second kiosk (x - 3): 17 3. Weight of each box (y): 26 kg

So, 20 boxes of apples were brought to the first kiosk, and 17 boxes of apples were brought to the second kiosk.

Note: The specific source provided did not contain the exact solution to this problem. However, the solution was calculated based on the given information and standard mathematical principles.