Question

Молоко разлили в 3 одинаковые банки и два кувшина. В две банки поместилась половина всего молокаю Вместимость чего больше -банки или кувшина? Сколько потребовалось кувшинов, чтобы разлить в них все молоко? Сделай рисунок к задаче

Answer 1

Вместимость двух банок равна вместимости 1 банки и 2-х кувшинов, значит вместимость банки больше кувшина. 

2Б=1Б+2К

Б=2К

К=0,5Б

Заменим в уравнении банки кувшинами:

3Б+2К=3*2К+2К=6К+2К=8К

Чтобы разлить все молоко требуется 8 кувшинов.

 

Рисунок: 3 банки и 2 кувшина (меньше банок в 2 раза)

Answer 2

Problem Analysis

In this problem, we have three identical jars and two pitchers. Half of the total milk fits into two jars. We need to determine whether the jars or the pitchers have a greater capacity. Additionally, we need to find out how many pitchers are required to pour all the milk into them.

Solution

Let's assume the total amount of milk is represented by the variable "M". Since half of the milk fits into two jars, we can say that each jar can hold M/2 milk.

To determine whether the jars or the pitchers have a greater capacity, we need to compare the capacity of each. Since the jars are identical, we can compare the capacity of one jar to that of one pitcher.

Let's assume the capacity of one jar is represented by the variable "J" and the capacity of one pitcher is represented by the variable "P". We know that two jars can hold M/2 milk, so we can write the equation:

2 * (M/2) = J

Simplifying the equation, we find that J = M.

Now, let's determine the number of pitchers required to pour all the milk. Since two jars can hold M/2 milk, and we have three jars in total, the remaining M/2 milk must be poured into the third jar. Therefore, the amount of milk that can be poured into one pitcher is M/2.

To find the number of pitchers required, we can divide the total amount of milk (M) by the amount of milk that can be poured into one pitcher (M/2):

M / (M/2) = 2

Therefore, two pitchers are required to pour all the milk.

Visualization

Here is a visual representation of the problem:

         Jar 1       Jar 2       Jar 3
        ______      ______      ______
       |      |    |      |    |      |
       |      |    |      |    |      |
       |______|    |______|    |______|

Pitcher 1   Pitcher 2
        ______      ______
       |      |    |      |
       |      |    |      |
       |______|    |______|

In the diagram, the jars are represented by rectangles, and the pitchers are represented by squares. Each jar can hold half of the total milk, and two jars can hold the entire amount of milk. Two pitchers are required to pour all the milk into them.

I hope this explanation helps! Let me know if you have any further questions.