Questions
A. Please refer to the cost table above. What is the total fixed cost of producing two units of output?


Output, q

Total Cost, $

0

15

1

25

2

33

3

40

4

48

5

58

6

70

A. Please refer to the cost table above. What is the total fixed cost of producing two units of output?


B. Please refer to the cost table above. What is the average total cost of producing four units of output?  


C. Please refer to the cost table above. What is the marginal cost of producing the fourth unit of output?


D. Please refer to the cost table above. Assume that the enterprise uses only labor and capital to produce output
     and that capital is the fixed input that generates total fixed costs. Labor is accountable for all variable costs.
    If the enterprise employed three units of labor to produce four units of output, what would be the wage rate
    per unit of labor? (Hint: at first this may seem like there is not enough information, but remember how to
    break total cost down into fixed and variable components.)

In: Economics

A monopolist faces the following demand and cost schedules Price Quantity Total cost $20 7 $36...

A monopolist faces the following demand and cost schedules

Price Quantity Total cost $20 7 $36 19 8 45 18 9 54 17 10 63 16 11 72 15 12 81

a. How much output should the monopolist produce? b. What price should the firm charge? c. What is the maximum amount of profit that this firm can earn?

In: Economics

A monopolist faces the following demand curve, marginal revenue curve, total cost curve and marginal cost...

A monopolist faces the following demand curve, marginal revenue curve, total cost curve and marginal cost curve for its product: Q = 200 - 2P MR = 100 - Q TC = 5Q MC = 5 a. What is the profit maximizing level of output? (10 pts.) b. What is the profit maximizing price? (8 pts.) c. How much profit does the monopolist earn? (10 pts.)Immersive Reader (28 Points)  

In: Economics

1. Average Cost for Producing Microwaves Let the total cost function C(x) be defined as follows....

1. Average Cost for Producing Microwaves

Let the total cost function C(x) be defined as follows.

C(x) = 0.0003x3 − 0.02x2 + 103x + 3,600

Find the average cost function C.

C(x) =

Find the marginal average cost function C '.

C '(x) =

2. Marginal Revenue for Producing Loudspeakers

The management of Acrosonic plans to market the ElectroStat, an electrostatic speaker system. The marketing department has determined that the demand for these speakers is represented by the following function, where p denotes the speaker's unit price (in dollars) and x denotes the quantity demanded. Find the following functions (in dollars), find the value (in dollars) and interpret your results.

p = −0.02x + 890      (0 ≤ x ≤ 20,000)

(a)

Find the revenue function R.

R(x) =

(b)

Find the marginal revenue function R'(x).

R'(x) =

(c)

Compute the following value.

R'(8,200) =

Interpret your results.

When the level of production is  units, the production of the next speaker system will bring an additional revenue of  dollars.

3.Marginal Cost, Revenus, and Profit for Producing LCD TVs

A company manufactures a series of 20-in. flat-tube LCD televisions. The quantity x of these sets demanded each week is related to the wholesale unit price p by the following equation.

p = −0.007x + 190

The weekly total cost (in dollars) incurred by Pulsar for producing x sets is represented by the following equation. Find the following functions (in dollars) and compute the following values.

C(x) = 0.000001x3 − 0.02x2 + 140x + 75,000

(a)

Find the revenue function R.

R(x) =

Find the profit function P.

P(x) =

(b)

Find the marginal cost function C'.

C'(x) =

Find the marginal revenue function R'.

R'(x) =

Find the marginal profit function P'.

P'(x) =

(c)

Compute the following values. (Round your answers to two decimal places.)

C'(1,500)=R'(1,500)=P'(1,500)=

In: Math

Using the high-low method, determine (a) the variable cost per unit and (b) the total fixed cost.

The manufacturing costs of Ackerman Industries for the first three months of the year follow:

ParticularsTotal costUnits produced
January$1,900,00020,000 units
February2,250,00027,000
March2,400,00030,000

Using the high low method,Determine (a) the variable cost per unit and (b) the total fixed cost

In: Accounting

The records of ABC Company showed the following: Units Unit Cost Total Cost January 1 Beginning...

The records of ABC Company showed the following:

Units Unit Cost Total Cost
January 1 Beginning 10,000 60 600,000
April 1 Purchase 18,000 50 900,000
October 1 Purchase 22,000 40 880,000

The physical inventory reveals 15,000 units on hand on December 31.
Compute the cost of ending inventory and cost of sales using:

Inventory Cost Flow Ending Inventory Cost of Goods Sold (COGS)
First in, first out (FIFO)
Weighted Average
Last in, first out (LIFO)

In: Accounting

USE OF AVERAGE COST METHOD Unit cost /   Balance Date Explanation Units Price Total Costs in...

USE OF AVERAGE COST METHOD

Unit cost /   Balance
Date Explanation Units Price Total Costs in units
02-Jun Purchase 225 $            60 $        13,500 225
03-Jun Purchase 350 $            80 $        28,000 575
10-Jun Sale 300 $          100 $        30,000 275
15-Jun Purchase 900 $            85 $        76,500 1175
25-Jun Sales 325 $          110 $        35,750 850

What is total value of ending inventory after the purchase of June 3rd? $ Answer

What is the unit cost of ending inventory after the June 15th purchase?  $ Answer

What is the total cost of goods sold at the end of June?  $ Answer

What is the ending inventory in units at the end of June? Answer

What is the ending inventory unit price at the end of June? $ Answer

What is the total $ value of ending inventory at the end of June?  $Answer

In: Accounting

james inc. charges $2,800 for its hand-crafted guitars. The cost function that describes the total cost,...

james inc. charges $2,800 for its hand-crafted guitars. The cost function that describes the total cost, C, as a function of the guitars crafted and sold, x, is:

C(x) = 2000x + 4x 2 + 30000

a) Formulate the profit function, P(x).

b) How many game boards must be crafted and sold in order to maximize the total profit?

c) What is the maximum profit?

d) How many game boards must be crafted and sold in order to break even?

In: Accounting

Expected Monthly Cost Maximum WTP for Insurance Total Expected Monthly Cost Type of Person Number of...

Expected Monthly Cost

Maximum WTP for Insurance

Total Expected Monthly Cost

Type of Person

Number of People

($)

($)

($)

Very Healthy

450

100

110

45,000

Healthy

250

550

633

137,500

Unhealthy

100

650

910

65,000

Very Unhealthy

50

5,000

7,500

250,000

Total

850

497,500

How could the model you just examined be extended to more than four types of health insurance consumers?

10. What if the insurance company does incur administrative costs? How would this affect the expected costs of running the insurance policy, the premiums charged, and the consumer surplus of those who buy insurance? (Provide realistic estimates of administrative costs and your reasons).

11. How would the results of this model change if the insurance companies were not required to provide full insurance to everyone and could offer multiple policies ( including one with either a co-pay or deductible?

In: Economics

Assume the following unit‑cost data are for a purely competitive producer: Total Product Average fixed cost...

Assume the following unit‑cost data are for a purely competitive producer:

Total

Product

Average

fixed

cost

Average

variable

cost

Average

total

cost

Marginal

cost

0

1

2

3

4

5

6

7

8

9

10

$60.00

30.00

20.00

15.00

12.00

10.00

8.57

7.50

6.67

6.00

$45.00

42.50

40.00

37.50

37.00

37.50

38.57

40.63

43.33

46.50

$105.00

72.50

60.00

52.50

49.00

47.50

47.14

48.13

50.00

52.50

$45

40

35

30

35

40

45

55

65

75

  1. At a product price of $32, will this firm produce in the short run? Why, or why not? If it does produce, what will be the profit‑maximizing or loss‑minimizing output? Explain. What economic profit or loss will the firm realize per unit of output.

In: Economics