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Ann [662]
3 years ago
6

Which of the following demonstrates the law of demand? a. After Jon got a raise at work, he bought more pretzels at $1.50 per pr

etzel than he did before his raise. b. Melissa buys fewer muffins at $0.75 per muffin than at $1 per muffin, other things equal. c. Dave buys more donuts at $0.25 per donut than at $0.50 per donut, other things equal. d. Kendra buys fewer Snickers at $0.60 per Snickers after the price of Milky Ways falls to $0.50 per Milky Way
Business
1 answer:
Anna11 [10]3 years ago
7 0

Answer:

C.

Explanation:

The law of demand states that when the price of a good or service increases, the quantity demanded decreases and when the price decreases the quantity demanded increases (other things constant).

Is not option A because it says changes in income and not changes in prices. Is not option B because it says the opposite that the law of demand states: when the muffins price is low, Melissa buys fewer than when the price is high. Is not option D because the law of demand is not directly related with substitute goods. It is option C because when the price is low ($0.25) Dave buys more donuts than when the price is high ($0.50)

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Answer:

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As the income increases, few individual prefer to work fewer hours as now they are able to maintain target by working fewer than at previous wage rate. These people prefer leisure over higher income and want to settle down with limited income. These people  may have a backward bending individual labour supply curve – they may choose to work fewer hours when the wage rate rises.

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3 years ago
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Answer:

The correct option is c. $8.

Explanation:

Ken will maximize utility where the following equation holds:

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Substituting the values into equation (1), we have:

MU of Sprite / Price of Sprite = MU of potato chips / Price of potato chips => 3 / 1 = 6 / 2 = 3

Since when the marginal utility of potato chips that maximizes utility is 6, Ken consumes 4 Bags of Potato chips monthly and pays $2 per bag at this point, the amount he spends on potato chips each month can be calculated as follows:

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Therefore, the correct option is c. $8.

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