Question

В некоторой стране все население делится на две группы-богатые и бедные.Известно что бедных в стране в три раза больше чем богатых, при этом все богатые вместе владеют 60% богатства страны Определите во сколько раз средний доход бедных меньше среднего дохода богатых:

Answer 1

Ответ:

средний дохо бедный меньше среднего дохода богатых в 5 раз

Answer 2

Calculation of the Ratio of Average Income between the Poor and the Rich

To determine the ratio of the average income between the poor and the rich in the given country, we need to consider the following information:

- The population of the country is divided into two groups: the rich and the poor. - The number of poor people is three times greater than the number of rich people. - All the rich people together own 60% of the country's wealth.

Let's calculate the ratio step by step:

1. Let's assume that there are x rich people in the country. 2. Since the number of poor people is three times greater than the number of rich people, the number of poor people would be 3x. 3. The total population of the country would be the sum of the rich and poor people, which is x + 3x = 4x. 4. Since the rich people own 60% of the country's wealth, the poor people would own the remaining 40%. 5. To calculate the average income, we need to divide the total wealth by the total population. - The average income of the rich would be 60% of the total wealth divided by the number of rich people, which is 0.6 / x. - The average income of the poor would be 40% of the total wealth divided by the number of poor people, which is 0.4 / (3x). 6. Now, let's calculate the ratio of the average income of the poor to the average income of the rich: - (0.4 / (3x)) / (0.6 / x) - Simplifying the expression, we get (0.4 * x) / (3x * 0.6) - Cancelling out the common factors, we get 0.4 / (3 * 0.6) - Simplifying further, we get 0.4 / 1.8 - The final ratio is approximately 0.2222.

Therefore, the average income of the poor is approximately 0.2222 times smaller than the average income of the rich in the given country.

Please note that the above calculation is based on the information provided and assumes a simplified model. The actual income distribution and factors affecting it may be more complex and require more detailed analysis.