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Eddi Din [679]
2 years ago
8

A firm currently employs four workers in a sandwich shop, and produces sandwiches at a total cost per sandwich (ATC) of $3. The

sandwiches sell for $5. If the marginal cost of hiring another worker to produce sandwiches is $5.50 per sandwich, then:
A. it will cost $5.50 to make another sandwich, which can only be sold for $5.
B. the firm will lose $0.50 per sandwich if it hires another worker.
C. the firm should not hire a fifth worker.
Business
1 answer:
tatuchka [14]2 years ago
5 0

Answer:

all are correct A, B and C

Explanation:

The marginal cost hiring another worker and producing a sandwich = $5.50 per sandwich, which is higher than the marginal revenue.

If the selling price per sandwich is $5 and the marginal cost per sandwich is $5.50, the firm will lose $0.50 for every sandwich that it sells.

Therefore the firm would be losing money is they hire an extra worker.

In order to maximize the profit, the marginal cost = selling price.

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In 2019, Muhammad purchased a new computer for $16,000. The computer is used 100% for business. Muhammad did not make a $179 ele
Len [333]

Answer: His cost deduction would be $3,200

Explanation:

Without the mid-quarter convention Muhammad’s 2019 MACRS deduction would be $3,200 ($16,000 x .20). The mid-quarter convention slows down the taxpayers available cost recovery deduction.

8 0
3 years ago
Teagan Company uses Departmental Overhead allocation to allocate its manufacturing overhead costs. It has identified two​ depart
Sunny_sXe [5.5K]

Answer:

Machining:

Allocated MOH= $603

Assembly:

Allocated MOH= $450

Explanation:

Giving the following information:

Machining:

Allocates overhead using machine-hours

Estimated manufacturing​ overhead: ​ $670,000

Estimated machine-hours= 10,000

Assembly:

Allocates overhead using direct labor hours.

Estimated manufacturing​ overhead: ​$450,000

Estimated direct labor hours= 15,000 hours

First, we need to calculate the estimated manufacturing overhead rate for each department:

To calculate the estimated manufacturing overhead rate we need to use the following formula:

Estimated manufacturing overhead rate= total estimated overhead costs for the period/ total amount of allocation base

Machining:

Estimated manufacturing overhead rate= 670,000/10,000= $67 per machine hour

Assembly:

Estimated manufacturing overhead rate= 450,000/15,000= $30 per direct labor hour.

Job​ 601:

Machining​ Department: 9 Machine Hours

Assembly​ Department: 15 DL hours

To allocate overhead we use the following formula:

Allocated MOH= Estimated manufacturing overhead rate* Actual amount of allocation base

Machining:

Allocated MOH= 67*9= $603

Assembly:

Allocated MOH= 30*15= $450

5 0
3 years ago
A. English Common Law<br> B.Ethical dilemmas<br> C.Stare decisis<br> D.Utilitarian decision making
kumpel [21]

Answer:

C

Explanation:

no idea what a,b,c, and d are for. no question?

3 0
3 years ago
If Sara just reconciled her checking account, what did she do?
hoa [83]
"In accounting, reconcile means to compare two sets of records to make sure they are in agreement"

She compared two sets of records for example checking and finance to make sure it's in agreement
3 0
3 years ago
32,500 shares of common stock outstanding at a price per share of $80 and a rate of return of 12.95 percent. The firm has 7,350
pashok25 [27]

Answer:

WACC = 11.1%

Explanation:

The weighted Average cost of Capital is the average cost of capital for the different sources of long-term capital available to a firm weighted according to the proportion each source of finance bears to the total capital in the pool.

<em>Market of securities</em>

Common stock =  $80 × 32,500=  2,600,000.  

Preferred stock = $95.50 ×  7,350=   701,925.00  

Bond = 407,000/100 × 111.5= 453,805.00  

<em>Cost of each capital type</em>

Common stock= 12.95

Preferred stock = (7.90%× 100)/95.50= 8.3%

Bond= 8.11%× (1-0.4)=4.87%

<em>WACC</em>

Type                      Market Value          Cost           Market value  cost

Common stock   2,600,000.              12.95%         336,700.00  

Preferred            701,925.00              8.3%             58,065.00  

Bond                   4<u>53,805.00  </u>           4.87%            <u>22,100.30 </u>

Total                    <u>3,755,730.00</u>                               <u>  416,865.30</u>  

WACC = (416,865.30  / 3,755,730.00) ×  100

       = 11.1%

WACC = 11.1%

4 0
3 years ago
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