Hassan's income increases and, as a result, he buys more fish. Is fish an inferior or a normal good? Why? What happens to Hassan's demand curve for fish? Explain. Over the past 30 years, technological advances have reduced the cost of computer chips. How do you think this has affected the market for computers? And the market for typewriters? Explain.

Answers

Answer 1

Fish is likely a normal good for Hassan because as his income increases, he buys more of it. The demand curve for fish would shift to the right, indicating an increase in demand, as Hassan's higher income allows him to purchase more fish.

Fish being a normal good for Hassan implies that it is a product for which demand increases as income rises. This suggests that fish is considered a desirable and higher-quality product that people are willing to consume more of when they have more purchasing power. As Hassan's income increases, he has more disposable income available to spend on various goods, including fish. Consequently, he chooses to buy more fish, indicating that it is a normal good for him.

In terms of the demand curve for fish, the increase in Hassan's income would cause a rightward shift in the curve. This means that at each price level, Hassan is now willing and able to buy more fish compared to his previous income level. The shift reflects an increase in demand for fish, as higher income enables him to afford and consume a greater quantity of fish. The entire demand curve would shift, indicating a change in the relationship between the price of fish and the quantity demanded by Hassan. The extent of the shift depends on the income elasticity of demand for fish, which measures the responsiveness of quantity demanded to changes in income.

Regarding technological advances in computer chips, they have had a significant impact on the market for computers. These advancements have led to increased efficiency, improved performance, and reduced production costs for computer manufacturers. As a result, the market for computers has experienced increased supply, lower prices, and higher demand.

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Related Questions

Earleton Manufacturing Company has $2 billion in sales and $471,500,000 in fixed assets. Currently, the company's fixed assets are operating at 85% of capacity.

What level of sales could Earleton have obtained if it had been operating at full capacity? Write out your answers completely. For example, 13 million should be entered as 13,000,000. Round your answer to the nearest dollar.
$

What is Earleton's target fixed assets/sales ratio? Do not round intermediate calculations. Round your answer to two decimal places.
%

If Earleton's sales increase 20%, how large of an increase in fixed assets will the company need to meet its target fixed assets/sales ratio? Write out your answer completely. Do not round intermediate calculations. Round your answer to the nearest dollar.
$

Answers

The Target fixed assets/sales ratio of Earleton's is 23.58% . The required increase in fixed assets is $242,454,000.

If Earleton Manufacturing Company is currently operating at 85% of capacity and has $2 billion in sales, to determine the level of sales it could have obtained if operating at full capacity, we can use the formula:

Full capacity sales = Current sales / Capacity utilization

Full capacity sales = $2,000,000,000 / 0.85 = $2,352,941,176 (rounded to the nearest dollar).

To calculate Earleton's target fixed assets/sales ratio, we divide the fixed assets by the sales and multiply by 100:

Target fixed assets/sales ratio = (Fixed assets / Sales) * 100

Target fixed assets/sales ratio = ($471,500,000 / $2,000,000,000) * 100 = 23.58% (rounded to two decimal places).

If Earleton's sales increase by 20%, we need to calculate the increase in fixed assets required to maintain the target fixed assets/sales ratio. First, we determine the new sales level:

New sales = Current sales + (Current sales * Sales increase)

New sales = $2,000,000,000 + ($2,000,000,000 * 0.20) = $2,400,000,000

Then, we calculate the required increase in fixed assets:

Required increase in fixed assets = (New sales * Target fixed assets/sales ratio) - Current fixed assets

Required increase in fixed assets = ($2,400,000,000 * 0.2358) - $471,500,000 = $242,454,000 (rounded to the nearest dollar).

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