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Alla [95]
3 years ago
9

Assume the XYZ Corporation is producing 20 units of output. It is selling this output in a purely competitive market at $10 per

unit. Its total fixed costs are $100 and its average variable cost is $4 at 20 units of output. This corporation_______
a. shouldclose down in the short run.
b. is maximizing its profits.
c. is realizing a loss of $60.
d. is realizing an economic profit of $40.
Business
1 answer:
Naddik [55]3 years ago
4 0

Answer:

d. is realizing an economic profit of $40.

Explanation:

Calculation to determine what This corporation is realizing as economic profit

Using this formula

Economic profit =Total fixed costs-(Average variable cost )

Let plug in the formula

Economic profit =$100-($3*20)

Economic profit =$100-$60

Economic profit =$40

Therefore This corporation is realizing an economic profit of $40

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The statement " Most consumer protection statutes praise and protect unconscionable contracts and contracts of adhesion" is true.

<h3>What consumer protection?</h3>

Consumer protection can be defined as the way of protecting consumer or buyers against trade practice that is unjust.

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2 years ago
A potential benefit of telecommuting is that it _____. reduces employee turnover regulates work routine increases interaction wi
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6 0
3 years ago
The best example of marginal cost is the money paid in order to purchase.... a. one textbook for a science course. b. several hu
ruslelena [56]
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3 0
3 years ago
A stock is selling at $40, a 3-month put at $50 is selling for $11, a 3-month call at $50 is selling for $1, and the risk-free r
aalyn [17]

Answer:

$0.745

Explanation:

GIven that

Current stock price  S_o = $40

strike price  X = $50

time to expiry of option = 3 - month

put price option P _o = $11

call price option C_o = $1

and the risk-free rate r = 6%

The amount that can be made on the arbitrage can be evaluated as a function of the Put-call parity.

i.e For parity ;

C_o + (X \times e^{-rt} ) = P_o + S_o

1 + (50 \times e^{-(0.06 \times 0.25} ) = 11 + 40

1 + (50 \times 0.9851 ) = 51

1 + (49.255 ) = 51

50.255 = 51

the difference in both values above illustrates that there is no  parity taking place and the arbitrage estimation here = 51 - 50.255 = $0.745

3 0
3 years ago
Lugar Company purchased a piece of machinery for $30,000 on January 1, 2016, and has been depreciating the machine using the sum
monitta

Answer:

1. No journal entries are required

2. Debit : Depreciation expense : $3667

Credit : Accumulated depreciation : $3667

Explanation:

1. GAAP stands for Generally Accepted Accounting Principles, which is a set of accounting standards, procedures and principles that public companies in the U.S must follow when they compile their financial statements.

What has happened in the scenario given is an accounting change of a change in accounting estimate. This arises when new information surfaces regarding certain estimates. This is a prospective change whereby a material change in estimates is documented in the financial statements and the change is made going forward. It does not correct or revise the past, and <u>no journal entries are required</u> to change prior financial statements.

2. Sum-of-year's digits is a form of accelerated depreciation which believes that the productivity of an asset reduces overtime, hence so does its depreciation cost. This is calculated as follows:

(Remaining useful life of the asset / sum of the year's digits) x depreciation cost

OR

(Remaining useful life of the asset / sum of the year's digits) x (Cost of asset - salvage value)

In this case however, we are unaware of total depreciation cost. We can use the information provided to obtain this...

We can obtain the sum of years depreciation as follows:

Total number of useful life years = 5

Hence, sum of the year's digits is = 1 + 2 + 3 + 4 + 5 = 15

From January 2016 to January 2018, the machinery has depreciated for 2 years. Since the asset has no salvage value, the cost of asset is the same as the total depreciation cost.

Thus, depreciation for 2016 = 5/15 x 30,000 = $10,000

Depreciation cost for 2017 = 4/15 x (30,000 -20,000*) = $5333

*Previous year depreciation has to be reduced

Total depreciation as of January 2018: $10,000 + $5333 = $15333

Asset value as of January 2018 = 30,000 - $15333 = $14667

Here on wards, it is calculated using straight-line depreciation. This is where the same amount is reduced every year for the period of the asset's life.  It is calculated as :

(Cost of asset - residual value) / number of useful life

The asset now has useful life of 6 years. However, 2 has already finished, thus 4 years remaining.

Straight-line depreciation per year = ($14667 - 0) / 4 = $3667

Journal entries:

Debit : Depreciation expense : $3667

Credit : Accumulated depreciation : $3667

(recording the depreciation of machinery)

7 0
3 years ago
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