Question

В один магазин привезли 18 одинаковых бидонов молока,а вдругой-12 таких же бидонов.Впервый магазин привезли на 228 л молока больше.Сколько л молока привезли в каждый магазин

Answer 1

18-12=6 бидона разница
228/6=38 л в одном бидоне
18*38=684 л в 1 магазин
12*38=456 л в 2

Answer 2

18-12=6б(Разница в бидонах)
228/6=38л/б(Количество литров в 1 бидон)
18*38=684л(В 1 магазин)
12*38=456л(Во 2 магазин)
Ответ: 684л и 456л

Answer 3

Calculating Milk Distribution to Stores

To calculate the amount of milk brought to each store, we can use the following approach:

Let's assume: - The first store received x liters of milk. - The second store received y liters of milk.

Given: - 18 identical milk cans were delivered to the first store. - 12 identical milk cans were delivered to the second store. - The first store received 228 liters more than the second store.

We can set up the following equations based on the given information: 1. 18x - 12y = 228 (The first store received 228 liters more than the second store) 2. x = 18a (Where a is the amount of milk in each can delivered to the first store) 3. y = 12b (Where b is the amount of milk in each can delivered to the second store)

By substituting the values of x and y from equations 2 and 3 into equation 1, we can solve for a and b.

Solving for the Amount of Milk in Each Can

Let's solve for a and b using the given information.

Substituting x = 18a and y = 12b into the equation 18x - 12y = 228: 18(18a) - 12(12b) = 228 324a - 144b = 228

We can simplify the equation to solve for the ratio of a to b.

Calculating the Amount of Milk in Each Can

To calculate the amount of milk in each can, we can use the following steps: 1. Solve the equation 324a - 144b = 228 for the ratio of a to b. 2. Once we have the ratio of a to b, we can find the specific values of a and b. 3. Finally, we can calculate the total amount of milk delivered to each store using the values of a and b.

Let's proceed with solving the equation 324a - 144b = 228 to find the ratio of a to b.