Question

У 6 однакових банках вміщується 18 л соку. Місткість сулії на 5 л більша від місткості банки. Скільки літрів соку вміститься у 8 таких суліях?

Answer 1

В одній банці вміщуеться 3 л соку (18/6=3л)
Вміст 1 сулії 8 л (3+5=8л)
8*8=64л соку 
Відповід: У 8 суліях вмістится 64 л соку. 

Answer 2

Problem Analysis

To solve this problem, we need to determine the amount of juice that can be contained in 8 containers called "sulias." We are given that 6 identical banks can hold 18 liters of juice, and the capacity of a sulia is 5 liters more than that of a bank.

Solution

Let's break down the problem step by step:

1. Determine the capacity of a bank: We are given that 6 identical banks can hold 18 liters of juice. To find the capacity of a single bank, we divide the total amount of juice by the number of banks: 18 liters / 6 banks = 3 liters per bank.

2. Determine the capacity of a sulia: We are told that the capacity of a sulia is 5 liters more than that of a bank. Therefore, the capacity of a sulia is 3 liters + 5 liters = 8 liters.

3. Calculate the total amount of juice that can be contained in 8 sulias: To find the total amount of juice, we multiply the capacity of a sulia by the number of sulias: 8 sulias * 8 liters per sulia = 64 liters.

Answer

Therefore, 8 sulias can hold 64 liters of juice.