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harvey quit his job where he earned $45,000 a year. he figures his entrepreneurial talent or foregone entrepreneurial income to be $5,000 a year. to start the business, he cashed in $100,000 in bonds that earned 10 percent interest annually to buy a software company, extreme gaming. in the first year, the firm sold 11,000 units of software at $75 for each unit. of the $75 per unit, $55 goes for the costs of production, packaging, marketing, employee wages and benefits, and rent on a building. the accounting profit in the first year was: $50,000. $70,000. $150,000. $220,000.

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Final answer:

The accounting profit for Harvey's company, Extreme Gaming, is $220,000. This is calculated by subtracting the total explicit costs from the total revenue generated by selling 11,000 units of software. However, the economic profit would be lower at $165,000 when considering implicit costs such as his foregone salary and interest.

Step-by-step explanation:

To calculate the accounting profit for Harvey's company, Extreme Gaming, we must subtract the explicit costs from the total revenue generated in the first year. He sold 11,000 units at $75 each, generating a total revenue of:

$75 x 11,000 units = $825,000

The explicit costs per unit include production, packaging, marketing, employee wages, benefits, and rent, amounting to $55 per unit. So, the total explicit costs are:

$55 x 11,000 units = $605,000

Subtracting the total explicit costs from the total revenue gives us the accounting profit:

$825,000 - $605,000 = $220,000

However, this figure does not take into account the implicit costs such as Harvey's foregone salary of $45,000 and his foregone interest on the bonds of $10,000 (which is 10 percent of $100,000). To calculate the economic profit, we would subtract these implicit costs from the accounting profit.

Economic Profit = Accounting Profit - Implicit Costs

Economic Profit = $220,000 - ($45,000 + $10,000)

Economic Profit = $220,000 - $55,000

Economic Profit = $165,000

While the accounting profit is $220,000, the economic profit, which considers both explicit and implicit costs, would be $165,000.

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