Question

В один магазин привезли 18 одинаковых бидонов молока,а в другой 12 таких же бидонов в первый магазин завезли на 228 л молока больше .чем во 2.сколько литров молока привезли в каждый магазин

Answer 1

18 - 12 = 6 (б) - разница

228 : 6 = 38 (л) - в каждом бидоне.

38 х 18 = 684 (л) - привезли в 1 магазин

38 х 12 = 456 (л) - привезли во 2 магазин.

Answer 2

Problem Analysis

In this problem, we are given that 18 identical milk cans were delivered to one store, while another store received 12 identical milk cans. The first store received 228 liters more milk than the second store. We need to determine how many liters of milk were delivered to each store.

Solution

Let's assume that each milk can contains x liters of milk.

According to the given information, the first store received 18 cans of milk, so the total amount of milk delivered to the first store is 18x liters.

Similarly, the second store received 12 cans of milk, so the total amount of milk delivered to the second store is 12x liters.

We are also given that the first store received 228 liters more milk than the second store. Therefore, we can set up the following equation:

18x = 12x + 228

To solve this equation, we can subtract 12x from both sides:

18x - 12x = 228

Simplifying, we get:

6x = 228

Now, we can divide both sides of the equation by 6 to solve for x:

x = 228 / 6

Calculating this, we find that x = 38.

Therefore, each milk can contains 38 liters of milk.

To find the total amount of milk delivered to each store, we can substitute this value of x back into the equations:

- The first store received 18 cans, so the total amount of milk delivered to the first store is 18 * 38 = 684 liters. - The second store received 12 cans, so the total amount of milk delivered to the second store is 12 * 38 = 456 liters.

Answer

Therefore, 684 liters of milk were delivered to the first store, and 456 liters of milk were delivered to the second store.