Question

26. The proxies for pleasure and pain used by Jevons in his theory of labor supply...

26. The proxies for pleasure and pain used by Jevons in his theory of labor supply are

a. hours worked and leisure time. b. real wage and overtime. c. cost incurred and utility gained. d. real wage and sick days

Homework Answers

Answer #1

Option A.

The proxies for pleasure and pain used by Jevons in his theory of labor supply are

Hours worked and leisure time.

Are they include additional hours of labor leisure time.

He describes about when an individual decides and how many hours to work which include two factors

  1. The utility that hours of leisure bring.
  2. The second is the utility that the hours of working bring by generating income which allows the Individual to purchase more goods and services.

Therefore when the wages are high,more workers are willing to supply more labor hours as described by him.

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
Tom faces a labor supply decision. His well-behaved preferences over the two goods, L (leisure) and...
Tom faces a labor supply decision. His well-behaved preferences over the two goods, L (leisure) and C (consumption) can be represented by u = 4√L + C. He can choose how many hours to work at the wage rate w per hour and has no non-labor income. The price per unit of consumption is p, and his total free time is T hours. Use the tangency method to find Tom’s demand functions for leisure and consumption. In terms of parameters...
(40 marks) Bob is deciding how much labour he should supply. He gets utility from consumption...
Bob is deciding how much labour he should supply. He gets utility from consumption of beer (given by C) and from leisure time (given by L), which he spends hanging out with his friend Doug. This utility is given by the following utility function: U(C, L) = ln(C) + θ ln(L) where the value of θ was determined by your student number and ln(C) denotes the natural logarithm of consumption etc. Given this utility function, Bob’s marginal utility from consumption...
Answer the following questions and be sure to explain your answers. 1.) Consider a labor-leisure tradeoff...
Answer the following questions and be sure to explain your answers. 1.) Consider a labor-leisure tradeoff problem where 24 hours must be divided between labor and leisure. You can assume that for simplicity and assume that labor is paid a wage . When plotting the time constraint and indifference curves, be sure to put leisure on the x-axis and consumption on the y-axis. a.) Draw the time constraint and give its equation in slope-intercept form. b.) Suppose now that the...
Each day, Luke must decide his leisure hours, L, and his consumption, C. His utility function...
Each day, Luke must decide his leisure hours, L, and his consumption, C. His utility function is given by the following equation ?(?, ?) = (? − 30)(? − 12). Luke receives $50 welfare payment per day. Show all the steps, with the definition of every new notation used in the steps. a) Suppose that Luke’s hourly wage is $5. Find Luke’s daily budget constraint equation and graph it. (5 pts.) b) If Luke’s wage is $5 per hour worked,...
26. Consider an individual with preferences given by the formula U = LY. Suppose the total...
26. Consider an individual with preferences given by the formula U = LY. Suppose the total time available per day is 16 hours, the wage rate is $5, and nonlabor income is zero. 26a. Calculate the optimal level of leisure and labor hours, and the resulting earnings and utility level. 26b. Suppose the person is injured on the job in such a way that he cannot work at all. Prove that a policy that compensates the worker for his lost...
When you solve a household labor supply problem if the optimal leisure time, l, is more...
When you solve a household labor supply problem if the optimal leisure time, l, is more than 1, which is impossible due to time constraint, we have a corner solution. The best a household can do is to set l = 1. In this case a household does not work at all. Use this little expansion to answer the following questions. (a) Rose used to have a utility function u(c, l) = √ c + 6√ l. She faces a...
If apple pickers and pear pickers employ the same skills, then the labor supply in the...
If apple pickers and pear pickers employ the same skills, then the labor supply in the apple-picking market will likely rise when workers in the pear-picking market get a raise in wage. true or false In the short run, as a firm hires more laborers, the value of marginal product of labor decreases because of diminishing marginal product. true or false A medical doctor who earns $110 per hour and plays golf during her leisure time has a higher opportunity...
1. The income leisure trade off a. means that individuals enjoy making trades during their leisure...
1. The income leisure trade off a. means that individuals enjoy making trades during their leisure time. b. means that firms can make money in leisure industry. c. is the basis of the neoclassical theory of labor supply d. means that individuals would rather work than enjoy leisure. 2. Sam is currently earning $150,000 per year working an 80 hour week. He has just refused a job offer that would increase his salary to $175,000 and require him to work...
At a workers utility maximizing level of leisure and income, their marginal utility with respect to...
At a workers utility maximizing level of leisure and income, their marginal utility with respect to leisure is 5, their marginal utility with respect to income is X, their hourly wage is $6, and their non-labor income is $50. What must X equal? A. 5/56 B. 5/6 C. 30 D. 6 3. Suppose the price of labor increases. In the long run, the amount of capital a firm uses A. will increase B. will decrease C. may increase or decrease...
Suppose that a worker’s utility (i.e., preferences) with respect to total income (Y) and hours of...
Suppose that a worker’s utility (i.e., preferences) with respect to total income (Y) and hours of leisure time per week (LT) can be represented by the following Cobb-Douglas utility function: U = Y0.4 ∙ LT0.6 (note: A=1; α=0.4; β=0.6) Assume that the market wage is $25 per hour of work (H), and his/her non-labor income is $300 per week. The worker has 70 hours per week to allocate between labor market activity and leisure time (i.e., T = 70). Given...
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT