Lauren owns a factory that produces softball gloves. The table below represents her factories productivity and costs when various numbers of workers are hired.
Graphically illustrate her total, marginal and average product curves as well as her marginal and average variable cost curves. Show where the inflection point lies, where production is maximized and what number of workers corresponds to the highest average and marginal product as well as the lowest average variable and marginal cost.
TPL - Total Product Labor
MPL - Marginal Product Labor
APL - Average Product Labor
FC - Fixed Cost
VC - Variable Cost
TC - Total Cost
AFC - Average Fixed Cost
AVC - Average Variable Cost
ATC - Average Total Cost
MC - Marginal Cost
No of workers |
TPL |
MPL |
APL |
FC |
VC |
TC |
AFC |
AVC |
ATC |
MC |
0 |
0 |
0 |
500 |
0 |
500 |
0 |
||||
1 |
7 |
7 |
7.00 |
500 |
300 |
800 |
71.43 |
42.86 |
114.29 |
42.86 |
2 |
18 |
11 |
9.00 |
500 |
600 |
1100 |
27.78 |
33.33 |
61.11 |
27.27 |
3 |
33 |
15 |
11.00 |
500 |
900 |
1400 |
15.15 |
27.27 |
42.42 |
20.00 |
4 |
46 |
13 |
11.50 |
500 |
1200 |
1700 |
10.87 |
26.09 |
36.96 |
23.08 |
5 |
55 |
9 |
11.00 |
500 |
1500 |
2000 |
9.09 |
27.27 |
36.36 |
33.33 |
6 |
60 |
5 |
10.00 |
500 |
1800 |
2300 |
8.33 |
30.00 |
38.33 |
60.00 |
7 |
63 |
3 |
9.00 |
500 |
2100 |
2600 |
7.94 |
33.33 |
41.27 |
100.00 |
8 |
65 |
2 |
8.13 |
500 |
2400 |
2900 |
7.69 |
36.92 |
44.62 |
150.00 |
9 |
66 |
1 |
7.33 |
500 |
2700 |
3200 |
7.58 |
40.91 |
48.48 |
300.00 |
10 |
66 |
0 |
6.60 |
500 |
3000 |
3500 |
7.58 |
45.45 |
53.03 |
|
11 |
64 |
-2 |
5.82 |
500 |
3300 |
3800 |
7.81 |
51.56 |
59.38 |
|
12 |
60 |
-4 |
5.00 |
500 |
3600 |
4100 |
8.33 |
60.00 |
68.33 |
Highest average product is at workers = 5
Highest marginal product is at workers = 3
Lowest average variable cost is at workers = 4
Lowest marginal cost is at workers = 3
Lauren owns a factory that produces softball gloves. The table below represents her factories productivity and...
The below table shows the weekly relationship between output and number of workers for a factory with a fixed size of plant. Number of Workers Output MPL APL 0 0 1 50 2 110 3 300 4 450 5 590 6 600 7 575 8 540 Calculate the marginal product of labor and the average product of labor. At what point (in terms of the number of workers) does diminishing returns set in? At what point (in terms of...
Finish the table. MPL: Marginal production of labor TC: Total cost MC: Marginal Cost AFC: Average fixed cost AVC: Average variable cost ATC: Average total cost lormal text - Times New... - 12 B I VA G E A E 1 E- Labor Week 6 Assignment: Production Costs 20 Points) Output MPL FC VC TC MC AFC AVC ATC (Q) 0 25 WN 25 50 75 100 13 25 15 F 16 25 125 1. Complete the table above. (4...
Consider the following table of costs: Output Total Variable Costs Total Costs 0 $0 $30 1 20 50 2 30 60 3 48 78 4 90 120 5 170 200 a) Plot the total fixed cost (TFC) curve, the total variable cost (TVC) curve, and the total cost (TC) curve on the same graph. b) Briefly explain the reason for the shape of the cost curves in part (a). c) Add to the...
Question 41 Identify the range of diminishing marginal returns on the graph. Marginal Product Marginal and Average Product Average Product Margin - Q1 Q2 Units of Labor 0Q3. O Q1Q2. O 0Q2. O Q1Q3 Question 42 Use the output data below to answer the question. Assume that all non-labor resources are fixed. Based on the data, diminishing marginal returns start with the hiring of the: Number of Workers Units of Output 0 30 70 120 160 180 190 fourth worker....
5,1 10,0 1,6 (a) What is Player l's optimal strate ? (1) Gl a yer 1 optimal strategy. What is Player's optimal strategy? 3. The following data come from a large wheat farm, where output is bushels of wheat per week & capital (the number of tractors) is fixed in the short-run. The farm pays $300 per week to lose och tractor, must pay worlo $200 per week. Assume the lease of tractors & employee wages are the firm's only...
Find FC, VC, TC, AFC, AVC, ATC, and MC from the following table. Capital costs $50 per unit, and two units of capital are used in the short run. Labor costs $20 per unit. 7. Total Cost Average Average Marginal Variable Cost |(MC) Fixed Units of Units of Variable Average Fixed Labor (L) Cost (FC) Cost (VC) (TC) Total Cost Output (ATC) (Q) Cost Cost (AFC) (AVC) 0 0 1 2 2 4 3 6 4 8 10
Calculate the missing values on the chart: Replace all the “?” marks. F A B C D E Calculate the missing values: replace all the ? Production and Cost Functions B C D Wage = 6 E AFC MC MPTPLAPVCI 0 0 - 16 ? 2.0 4 2.0 5 2. 3 .0 5.5 23 28 1.1 2.0 3.1 GWN- 16 7 0.6 LE22.1 - 20 4.0 40 2.0 2 6 3.8 36 0.4 1.6 Immo-ID888888 25 7 3 .6 ?...
The following table represents a certain production function of what a certain facility can produce in one day. Assume the firm has a fixed amount of physical capital that they rent for $500 a day. We will use this example to review CH. 7. [probably easiest to copy and paste the table and question parts into the submission box and then add your response. Make your text a different color for ease of viewing] L Q MPL FC VC TC AFC...
ECON 1150 Out-of-Class ASSIGNMENT 3 [ Total Marks = 15] Suppose that the following table provides a measure of the total production or output, TP from addition successive units of Labour, L of Large 4-Shot latte’s: Quantity of Labour, QL Total Production or Output, TP Marginal Productivity of Labour, MPL Average Productivity of Labour, APL 0 0 1 3 2 10 3 20 4 35 5 55 6 85 7 110 8 130 9 145 10 155 Using the information...
7. For the production function q min(K,4L ): (a) Assume that capital K is fixed at 100 units. Derive and plot: i, The total product function q(L) ii. The marginal product function MPL(L). iii. The average product function APL(L). (b) Suppose the price of labour w is $1 and the rental rate r is also $1. Derive and plot all cost functions; that is: i. Short run total cost. ii. Variable cost. iii. Fixed cost. iv. Short run average cost....