<span>The point of the long-run aggregate supply curve.
I hope this helps!
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Answer:
True
Explanation:
Professional skepticism is an examining mindset which makes you conscious of the situations that may suggest possible error or scam as well as a critical evaluation of audit facts.
Answer:
in this problem, we need to calculate Gomez's accounting and economic profit. To do this, let us first classify and list the explicit and implicit costs. Revenue: Sales: $85,000 Explicit costs: Cost of one helper: $18,000 Rent: $8,000 Materials: $24,000 These are the costs that require an outlay of cash. Implicit costs: Opportunity cost of funds invested in equipment: $7,000 Gomez could have invested the funds in another asset that could earn him $7,000 Opportunity cost of working as a potter in his own shop: $20,000 Gomez could have worked as a potter for a competitor that could earn him $20,000. This is the worth of Gomez's skill as a potter. Entrepreneurial talent: $4,000 This is the worth of Gomez's talent in running the business. These costs do not require an outlay of cash. These are the implicit costs. Now, we are ready to calculate both the accounting and economic profit of Gomez. a. Calculate the accounting profit for Gomez's pottery firm. $_ Accounting profit = Total Revenue − Total Explicit Costs Accounting profit = $ 85 , 000 − ( $ 18 , 000 + $ 8 , 000 + $ 24 , 000 ) Accounting profit = $ 85 , 000 − $ 50 , 000 Accounting profit = $ 35 , 000 The accounting profit is equal to $35,000. b. Now calculate Gomez's economic profit. $_ Economic profit = Total Revenue − Total Explicit and Implicit Costs Economic profit = $ 85 , 000 − ( $ 18 , 000 + $ 8 , 000 + $ 24 , 000 + $ 7 , 000 + $ 20 , 000 + $ 4 , 000 ) Economic profit = $ 85 , 000 − $ 81 , 000 Economic profit = $ 4 , 000 The economic profit is equal to $4,000.
Answer:
$1,534.372
Explanation:
The computation of the expected level of the index in one year is shown below:
= Current index level × 1 + expected rate of return on the market - expected future value of the dividend paid over the next year
= $1,433 × (1 + 8.4%) - $19
= $1,553.372 - $19
= $1,534.372
We simply applied the above formula so that the expected level of the index in one year could come
