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Afina-wow [57]
3 years ago
14

Testing conclusions review the typical benefits of physical capital described in section 1. give specific examples of how the fi

rst railroads in the united states created or did not create the benefits of physical capital.
Business
1 answer:
Ronch [10]3 years ago
3 0
- he invention of railroads will reduce the amount of time and capital compared to having to buy supplies to feed horses and drivers in delivering goods.
- The trains also allow companies to deliver products on larger amount compared to using carriage
- Delivering with trains will decrease the likelihood of agricultural products in becoming rotten and unsellable.
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Each extra worker produces an extra unit of output up to six workers. After six, no additional output is produced. Draw the tota
Dmitry_Shevchenko [17]

Answer:

attached is the diagram

Explanation:

Each extra worker produces an extra unit of output, is said to be the marginal production of an extra worker employed

marginal production  :

change in total production / change in labor = ΔTp / ΔL

Average production = Tp / L

Tp = total production ,  L = number of labor

To draw the Total product of labor , average product labor and marginal product labor curves starting from zero labor

0 worker : Total product = 0, average product labor = 0 , marginal = 0

1 worker : Total product = 1, average product = 1 , marginal = 0

2 worker : Total product = 2, average product = 1, marginal = 1

3 workers: total product = 3 average product = 1, marginal = 1

4 workers: Total product = 4, average product = 1, marginal = 1

5 workers : Total product = 5 average product = 1, marginal = 1

6 workers : total product = 6 average product = 1 , marginal = 1

7 workers : total product = 7 , average product = 0.85, marginal = 0

8 workers : total product = 8, average product = 0.75 marginal = 0

7 0
3 years ago
Product B has revenue of $39,500, variable cost of goods sold of $25,500, variable selling expenses of $16,500, and fixed costs
Kay [80]

Answer:

We should discontinue Product B

Explanation:

We should check if Product B generates a contribution or not:

We subtract from the sales revenues the variable cost:

revenue                                   39,500

variable cost of goods sold   (25,500)

variable selling expenses   <u>   (16,500) </u>

Contribution                              (2,500)

<em>As the contribution is negative, we should discontinue </em>Product B as is less expensevely to stop production than continue.

3 0
3 years ago
n the first two years your investment increases by 2.5% annually, in the third year it returns 12% but in the fourth year it goe
mote1985 [20]

Answer:

Ans. The average annual rate of return over the four years is 2.792%

Explanation:

Hi, first let´s introduce the formula to use

r(Average)=\sqrt[n]{(1+r(1))*(1+r(2))*(1+r(3))+...(1+r(n))}-1

Where:

r(1),(2),(3)...n are the returns in each period of time

n =number of returns to average (in our case, n=4).

With that in mind, let´s find the average annual return over this four years.

r(Average)=\sqrt[4]{(1+0.025)*(1+0.025)*(1+0.12)+(1-0.07))} -1=0.022792

Therefore, the average annual return of this invesment in 4 years is 2.2792%

Best of luck.

5 0
3 years ago
Suppose Kenji decides to buy 100 shares of NanoSpeck stock.Which of the following statements are correct? A) The price of his sh
Ivahew [28]

Answer:

A) The price of his shares will rise if NanoSpeck issues additional shares of stock.

C) Expectations of a recession that will reduce economy-wide corporate profits will likely cause the value of Kenji's shares to decline.

Explanation:

if a demand for kanji's is more than its supply, the share prices increase. if the sellers of a particular stock are more than its buyers, the share price decreases. if the company is earning much profit, the share price will rise.

5 0
3 years ago
4 of 50 (3 complete)
Fantom [35]

Answer:

  • <em>The slope of the demand curve at point A is   </em><u><em> </em></u><u>- $0.40/unit</u>

  • <em>The slope of the demand curve at point B is     </em><u>- $0.14/unit</u>

Explanation:

See the file attached with the figure corresponding to this question.

<em>The slope of a curve</em> at a given point is the slope of the line tangent to the curve at that point.

<em><u>Point A:</u></em>

The tangent line to the <em>demand curve at point A is</em> drawn and passes through the points (20, 34) and (45, 24).Then, the slope is:

  • slope = rise / run = ΔP / Δq = $ (34 - 24) / (20 - 45) units

  • slope = - $10 /25units = - $2/5units = - $0.40/unit.

The minus sign indicates the that price decreases when the quantity increases

<u><em>Point B:</em></u>

<em>The tangent line to the demand curve at point B</em> passes through the points (90, 12) and (140, 5).Then, the slope is:

  • slope = rise / run = ΔP / Δq = $ (12 - 5) / (90 - 140) units

  • slope = - $7 /50units = - $7/50units = - $0.14/unit.

Again, the negative sign indicates that when the number of units increase the price decreases.

3 0
3 years ago
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