Question 2
Your marginal benefit from eating hotdogs is shown in the table below:
|
# Hotdogs |
Marginal Benefit (MB) |
|
0 |
0 |
|
1 |
7 |
|
2 |
4 |
|
3 |
2 |
|
4 |
1 |
(i) If the price of a hotdog is $3 how many should you buy? (2 marks)
(ii) Provide a justification for your choice of the number of hotdogs to consume. (3 marks)
Question 3
The number of toys produced per day are shown in the table below:
|
Workers |
Toys produced |
|
1 |
48 |
|
2 |
88 |
|
3 |
112 |
|
4 |
168 |
|
5 |
176 |
|
6 |
192 |
|
7 |
224 |
|
8 |
216 |
|
9 |
224 |
|
10 |
208 |
(i) What is the marginal product of the 5th worker? the 9th worker? (2 marks)
(ii) What is the maximum number of toys that should be produced? (2 marks) What is the maximum number of workers that should be employed? (2 marks) Explain. (2 marks)
Question 2 Your marginal benefit from eating hotdogs is shown in the table below: # Hotdogs...
Question 2: Working with Marginal Benefits and Costs Suppose the total benefit derived from a continuous decisions, Q, is B() 200-202 and the total cost from deciding Q is C(Q)-4Q +20. The marginal benefit (MB) and marginal cost (MC) is the first order derivative of these functions. MB)2040 and MC() 4 +40 (1) (4 points, 2 each) What is the total benefit when Q-2? Q-10? (2) (4 points, 2 each) What is the marginal benefit when Q-2? Q 10? (3)...
Question 2: Working with Marginal Benefits and Costs Suppose the total benefit derived from a continuous decisions, Q, ís B(Q) = 200-202 and the total cost from deciding Q is C(O) 4+2Q. The marginal benefit (MB) and marginal cost (MC) is the first order derivative of these functions. MBO) 20-4 and MC(O) 4+40 (1) (4 points, 2 each) What is the total benefit when Q-2? Q-10? (2) (4 points, 2 each) What is the marginal benefit when Q-2? Q-10? (3)...
1. What is the formula for calculating the Marginal Product of Labor (MP)? 2. What is the formula for calculating the Average Product of Labor (AP)? Use the chart given below to answer questions 3-14: Labor Total Product Marginal Product Average Product 0 20 2 3 80 125 165 26.6 31.25 5 7 21 213 231 243 32 30.4 88 2 9 12 10 25 3. What is the total product of 2 workers? 4. For which worker does the...
A housecleaning company receives $25 for each house cleaned. The table below gives the relation between the number of workers and the number of houses that can be cleaned per week. Number of Workers Houses Cleaned 1 2 3 4 5 9 17 24 30 35 Tip: Develope the following table to assist you in answering these questions: NUMBER OF WORKERS TB TC NB MB MC 1 2 3 4 5 Based on the above info, if the wage...
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Question 18 (1 point) Number of Workers 0 1 2 3 4 5 6 Number of Windows Produced Per Day 0 15 45 1290 135 165 180 The above table shows the total number of windows a window manufacture can produce each day if it hires a certain number of workers. What is the marginal product of the 5th worker? 165 windows per day 15 windows per day 30 windows per day 45 windows per day 29 A)
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Question 2 1 pts The private marginal benefit a person derives from a year of education is given by PMB = 110 - 6Q. where Q is the number of years spent in school. The private marginal cost per year of education is given by PMC = 20. There is a positive consumption externality of $18 per year of school attended. Which of the following statements is true? the deadweight loss from the externality is zero the deadweight los from...
Question 4 In a family, the husband likes to smoke but the wife hates it. The following table shows their benefit and damage: Number of times that the husband smoke in a dayHusband’s marginal benefitWife’s marginal damage1$20$22$18$43$16$64$14$85$12$106$10$127$8$148$6$169$4$18 a) Suppose the husband has the right to smoke. In order to prevent the husband smoking too much, the wife pays him if he smokes less. How many times will the husband smoke each day as a result? Explain your answer. a) Suppose the wife has...
Below is a table showing the production numbers for a chair factory (where the production numbers are based on chairs being produced per day). Workers Total Product (TP) Average Product (AP) Marginal Product (MP) Value of the Marginal Product (VMP) 0 0 - - - 1 20 2 60 3 40 4 180 5 46 6 270 7 300 8 40 9 10 10 5 a) Fill in the missing numbers for the TP, AP and MP columns (round to...