Q: None
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Q: 23
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A: It is given in the question that when Pam purchases 8 tshirts ( s) then the entire budget is…
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Q: marginal rate of substitution
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- Last week Sara’s income was $12 a week. The price of popcorn was $3 a bag, and the price of a smoothie was $3.e. Draw a graph of Sara’s budget line with the quantity of smoothies on the x-axis.f. What is the slope of Sara’s budget line? What determines its value?Suppose Gregg consumers choclate candy barsand oranges .He is given four candy bars and three oranges.He can buy or sell a candy bar for $2 each Similarly,he can buy or sell an orange for $1. If he has no other sources for income ,draw his budget constraint and write the question. What is the most he can spend,Y on these goods?At last time you have answered my question ,but I still have some problems want to ask you and there is not yet complete . Can you help me to use the Budget Line and Indifference Curve concepts and graph to explain to me how changes in income and prices of the goods will give rise to changes in the highest satisfaction. Does the budget line will increase too when the goods or services are increasing? The below is you have answered me at last time
- Explain the difference between marginal utility and total utility. Kawther’s income is OMR12 a week. The price of small-sized pizza is OMR3, and the price of a fresh juice is OMR3. Calculate the equation for Kawther’s budget line and illustrate all options on the table. Draw a graph of Kawther’s budget line with the quantity of fresh juice on the x-axis. Kawther’s income is OMR12 a week. The price of small-sized pizza rises from OMR3 to OMR6, and the price of a fresh juice is unchanged at OMR3. Explain how Kawther’s budget line changes with fresh juice on the x-axis.Pam has a monthly budget of £120 to be spent on T-shirts and trainers. She could afford to buy two T-shirts and two pairs of trainers. She could also buy eight T-shirts. In each case, she would be spending her entire monthly allowance. Calculate the price of a T-shirt and the price of a pair of trainers. Write down Pam’s budget equation and draw the corresponding budget line. Mark the two consumption bundles mentioned above. In your graph, clearly label the axes, the budget line, and calculate the coordinates of the points of intersection of the budget line with each axis. Interpret each of those points. Discuss how Pam’s budget set would change if the price of a T-shirt doubles. Show the relevant changes graphically. How should Pam’s income change so that she could still afford to buy two T-shirts and two pairs of trainers? Discuss how Pam’s budget constraint would change if the government imposed a tax of £3 per each pair of trainers.
- Luke has a monthly income of $80. He spends this money making telephone calls from home (measured in minutes of calls) and on other goods. His mobile phone company offers him two plans: Plan A: Pay no monthly fee and make calls for $0.50 per minute. Plan B: Pay a $30 monthly fee and make calls for $0.1 per minute. Graph Luke’s budget constraint under each of the two plans.Anthony’s Budget Line Anthony has already committed most of his income to his monthly living expenses and saving a few dollars each month. Having made these decisions, Anthony has a remaining budget of $15 a week, which he spends on two goods: coffee and magazines. The price of a cup of coffee is $2.50 and the price of a magazine is $5. 1. Construct a table showing the alternative combinations of the two goods that Anthony might purchase in a given week. 2. Use the data in your table to graph Anthony’s budget line. 3. What is the opportunity cost of each cup of coffee? What is the opportunity cost of each magazine? 4. Based on this information, do we know how many cups of coffee or magazines Anthony should buy each week? Why or why not? 5. Anthony decides he wants to upgrades to the $5 cup of coffee- the larger cup with extra flavoring! Using a graph, show how this will change Anthony’s budget line. (Note: This is most easily demonstrated by putting both budget lines on the…2. Utility maximization - Trading off labor and leisure The indifference curves on the following graph show Amy's preferences for leisure and consumption for increasing levels of utility, such that her utility increases in both consumption and leisure. Assuming that Amy spends 68 hours each week sleeping, she has a maximum of 100 hours available to her for leisure if she does not work at all. Initially, she works 45 hours (and thus has 55 hours of leisure) and earns $250 per week. Use the grey point (star symbol) to indicate Amy's initial leisure/consumption bundle. Dashed drop lines will automatically extend to both axes. ? CONSUMPTION (Dollars per week) 1000 900 800 700 600 500 400 300 200 100 0 0 10 20 30 40 50 60 70 80 LEISURE (Hours per week) 90 100 110 Initial bundle $200 Unemployment Benefits Equivalent Bundle, $100 Unemployment Benefits Equivalent Bundle Now, suppose that Amy is laid off, but she is eligible to collect unemployment benefits of $200 per week. Use the black point…
- E4Jeff spends all of his money on housing (H) and other stuff (S) and has a diminishing marginal rate of substitution between housing and stuff. Jeff used to live and work in a small town where housing prices were relatively low. His company has decided to transfer him to a large city where housing prices are higher. (For simplicity, assume that all other prices are the same.) Using a diagram, explain to Jeff's company how to find the amount it needs to raise his salary to keep him just as well after the 2. transfer as he was before. TridorTerry attends college and works part-time in a drug store. She can work up to 40 hours per week and is paid $9 per hour. With her schoolwork and other responsibilities, she only has 40 hours per week total to devote to work and leisure. The following table shows her utility from different levels of leisure and income. Hours of Leisure Total Utility from Leisure Marginal Utility of Leisure Work Hours Income Total Utility from Income Marginal Utility from Income 5 18 5 45 35 10 34 10 90 59 15 48 15 135 77 20 56 20 180 86 25 60 25 225 92 30 65 30 270 98 35 69 35 315 103 40 72 40 360 107 Terry decides to decrease her work hours from 20 to 10. What will be her total utility from both leisure and income when working 10 hours per week?