Question

В столовой было 36 л яблочного сока и 42 л виноградного. Сок каждого вида разлили в банки по 2 л. Сколько всего банок получилось? Помогите пжлст!!!!!!!!!!

Answer 1

1) 36+42=78(л) - в банках
2) 78/2=39(б.)
Ответ: 39 банок

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Answer 2

36/2=18 банок с яблочным соком
42/2=21 банка с виноградным соком 
18+21=39 банок всего
Ответ: 39 банок

Answer 3

Problem Analysis

To solve this problem, we need to determine the total number of jars that can be filled with the apple and grape juice. We are given that there are 36 liters of apple juice and 42 liters of grape juice, and each jar can hold 2 liters of juice.

Solution

To find the total number of jars, we need to divide the total volume of juice by the volume of each jar.

Let's calculate the total volume of juice first: - Apple juice: 36 liters - Grape juice: 42 liters

Now, let's calculate the number of jars for each type of juice: - Apple juice jars: 36 liters / 2 liters per jar = 18 jars - Grape juice jars: 42 liters / 2 liters per jar = 21 jars

Finally, let's calculate the total number of jars: - Total jars = Apple juice jars + Grape juice jars = 18 jars + 21 jars = 39 jars

Therefore, a total of 39 jars can be filled with the given amount of apple and grape juice.

Answer

The total number of jars that can be filled with the apple and grape juice is 39 jars.