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3 years ago

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The amount that people are willing to pay for each additional unit of a product or service is the A. Opportunity cost B. Margina

l benefit C. Marginal cost D. Investment opportunity Please select the best answer from the choices provided O A OB C С D

2 answers:

hammer [34]3 years ago

6 0

Answer:

B marginal benefit

hope this helps xx

NARA [144]3 years ago

5 0

Answer:

B:Marginal benefit

Explanation:

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Collection of a $1,000 Accounts Receivable A. decreases a liability $1,000; increases stockholders' equity $1,000. B. has no eff

DerKrebs [107]

Answer:

B. has no effect on total assets.

Explanation:

Both cash and accounts receivable are assets. When a sale is made on credit, the entries required are debit accounts receivable and credit revenue.

On receipt of cash, debit cash and credit accounts receivable.

Hence the collection of a $1,000 Accounts Receivable will have no effect on total assets as one asset was credited ( a reduction) while the other was debited(an increase) by the same amount.

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A very plain-looking résumé designed to be delivered via e-mail or an online e-form is a _______.

bulgar [2K]

I believe the answer is: c. electronic resume

An electronic resume could be distinguished by lack of color or images and typically written under plain text (ASCII), PDF or HTML format. The purpose of an electronic resume is if the employers are using computer program to scan the resume rather than a human being.

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You are a manager for Herman Millera major manufacturer of office furniture. You recently hired an economist to work with engine

KIM [24]

Answer:

$4000 is the correct answer to the given question .

Explanation:

The marginal cost with compare to the labor can be written as

$MC\ = \frac{dQ}{dL} \\MC =\frac{d\ ( 2(K)1/2(L)1/2\ )}{dL} \\\\MC=\frac{\sqrt{K} }{\sqrt{L} }$

Here K=9 units putting this value in the previous equation we get

$MC\ = \frac{\sqrt{9} }{\sqrt{L} }$

$MC=\frac{3}{\sqrt{L} }$

We can find the value of labor by the given formula that are given below

$V *MC=\ W\\400\ *\frac{3}{\sqrt{L} }\ =120\\ L=10$

From the given question that are mention in question

Q = 2(K)1/2(L)1/2

Putting the value of K and L in the given equation we get

$Q\ =2 * \sqrt{9} \ * \sqrt{100} \\Q\ = 60$

So profit maximizing output is =$60 chairs as the chairs can be sold for the $400 each so = $60 * $400 *10=$24000 chairs

As the competitive wage of $120 for 100 units as well as the total of $8,000 on the 9 units of capital equipment

=$20000

Therefore profit-maximizing level of output =$24000-$20000=$4000

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A Wall Street Journal article recapped U.S. standards regarding boss-and-subordinate love affairs at work. Only ______ percent

Fantom [35]

10 percent and 20 percent

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3 years ago

The replacement of a planning machine is being considered by the Reardorn Furniture Company. (There is an indefinite future nee

belka [17]

Answer:

During the first year, the marginal cost equals approximately the minimum EUAC cost. This is why the minimum cost of EUAC to maintain the defender throughout the year is $21,000. Since the minimum EUAC cost to maintain the defender the first year is less than the minimum EUAC cost to the challenger, the defender should not be substituted. This means, it is not economically feasible to make the replacement at this time.

Explanation:

According to the exercise, it is necessary to evaluate to know if it is economic to replace the defender by the challenger. For the calculation, the defender's information is: the defender's market value up to $3000. The expenses are $20000. The information regarding the challenger is: the installation cost $30000, the annual expenses $ 16000, the surrender value $ 2000, the economic life is 12 years, and the interest rate before taxes is 15%.

The minimum EUAC for the challenger is equal to:

$M_{EUAC} =installation-cost(A/P,i,n)+annual-expenses-salvage-value(A/F,i,n)\\M_{EUAC}=30000(A/P,15percent,12)+16000-2000(A/F,15percent,12)\\M_{EUAC}=(30000*0.1845)+16000-(2000*0.0345)=21466$

The minimal cost is equal to:

$M_{cost} =loss-in-marker-value-during-first-year+expenses-during-first-year\\M_{cost}=1000+20000=21000$

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3 years ago