Question

Помогите пожалуйста решить. . . Из полной кастрюли весь компот разлили в 4 кружки и во столько же чашек. В 3 кружки поместилась половина всего компота. Определить вместимость кастрюли в кружках и вместимость кастрюли в чашках.

Answer 1

3 кружки-половина компота, значит весь компот
3*2=6 кружек-весь компот-вместимость кастрюли в кружках
6-4=2 кружки -столько входит в 4 чашки
4:2=2 чашки входят в 1 кружку
2*6=12 чашек вместимость в чашках

Answer 2

Problem Analysis

We are given that the entire contents of a pot of compote were poured into 4 cups and an equal number of saucers. We also know that half of the total compote was able to fit into 3 cups. We need to determine the capacity of the pot in cups and saucers.

Solution

Let's assume the capacity of the pot is represented by the variable "P" and the capacity of each cup or saucer is represented by the variable "C".

From the given information, we can form the following equations:

1. The total compote poured into the cups and saucers is equal to the capacity of the pot: - 4C + 4C = P (since there are 4 cups and 4 saucers)

2. Half of the total compote fits into 3 cups: - 3C = (1/2)P

To solve these equations, we can substitute the value of P from equation 2 into equation 1:

4C + 4C = 2 * 3C 8C = 6C C = 0

This implies that the capacity of each cup or saucer is 0. However, this doesn't make sense since the compote was poured into the cups and saucers. Therefore, there seems to be an error in the given information or the problem statement.

Please double-check the information provided and let me know if there are any additional details or corrections.