Question

Реши задачи и сравни их решения: в один магазин привезли 18 одинаковых бидонов молока.во второй привезли 12 таких же бидонов. в первый магазин привезли на 228 л молока больше,чем во второй магазин. Сколько литров молока привезли в каждый магазин?

Answer 1

1) 18-12=6 (б) - на 6 бидонов больше привезли в 1 магазин.
2) 228:6=38 (л) - молока в 1 бидоне т.к. известно что в 1 магазин привезли на 228 литров молока больше.
3) 18*38=684 (л) привезли в 1 магазин
4) 12*38= 456 (л) привезли во 2 магазин

Answer 2

1 м- 18 б -? л      
2 м- 12 б - ? л  
1)18-12=3 (л)-разница
2) 228:6=38 (л)-в 1 бидоне 
3)18•38=684 (л)- привезли в 1 магазин 
4) 12•38=456(л)- привезли во 2 магазин

Answer 3

Problem Analysis

To solve this problem, we need to determine the amount of milk brought to each store. We are given that 18 identical milk cans were delivered to one store, and 12 identical milk cans were delivered to the other store. Additionally, the first store received 228 liters more milk than the second store.

Solution

Let's assume that the first store received x liters of milk, and the second store received y liters of milk.

From the given information, we can set up the following equations:

1. The first store received 228 liters more milk than the second store: - x = y + 228

2. The first store received 18 identical milk cans: - x = 18 * c, where c represents the capacity of each milk can

3. The second store received 12 identical milk cans: - y = 12 * c

To find the values of x and y, we can substitute the equations (2) and (3) into equation (1) and solve for c.

Substituting equation (2) into equation (1): 18 * c = y + 228

Substituting equation (3) into equation (1): x = 12 * c + 228

Now we have a system of two equations with two variables. We can solve this system to find the values of c, x, and y.

Let's solve the system of equations:

18 * c = y + 228 (Equation 4) x = 12 * c + 228 (Equation 5)

Substituting equation (4) into equation (5): x = 12 * (18 * c - 228) + 228

Simplifying equation (5): x = 216 * c - 2736 + 228 x = 216 * c - 2508 (Equation 6)

Now we have a single equation (equation 6) with one variable c. We can solve this equation to find the value of c.

To solve equation (6), we need additional information. Unfortunately, the search results provided do not contain the necessary information to solve the equation. Therefore, we cannot determine the exact values of x and y without additional information.

However, if we assume a value for c, we can calculate the corresponding values of x and y.

Let's assume c = 10 (liters per milk can). Substituting this value into equation (6):

x = 216 * 10 - 2508 x = 2160 - 2508 x = -348

y = 12 * 10 y = 120

According to this assumption, the first store received -348 liters of milk, which is not possible. Therefore, we need additional information to solve the problem accurately.

Please provide additional information or clarify any missing details so that we can assist you further.