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The answer depends on the currency unit involved and the population from which the random family is selected. Within most countries, there is considerable variation in incomes between different regions.

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Q: What is the probability that a random chosen family has income between 60000 and 72000?
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What is the probability that a random chosen family has income greater than 82000?

The answer depends on the currency unit involved and the population from which the random family is selected. Within most countries, there is considerable variation in incomes between different regions.


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The answer depends on the currency unit involved and the population from which the random family is selected. Within most countries, there is considerable variation in incomes between different regions.


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A family spends 20 of its monthly income on food 23 on rent and 42 on other expenses and saves the balance If the family saves 360 per month what is its monthly income?

20%(food) + 23%(rent) + 42%(other expenses) = 85% food, rent, and other expenses is 85% of the income so then the savings is 15% of the family income 100% - 85% = 15%(savings) 360(savings) is 15% of the family income 15/100 = 360/x if 360 is 15% of the family income the total of the family income is 2400 20%(food) + 23%(rent) + 42%(other expenses) = 85% food, rent, and other expenses is 85% of the income so then the savings is 15% of the family income 100% - 85% = 15%(savings) 360(savings) is 15% of the family income 15/100 = 360/x if 360 is 15% of the family income the total of the family income is 2400