Picabo, an aggressive skier, spends her entire income on skis and bindings. Suppose Picabo has $8,400 to spend on skis and bindings each year. Find her best affordable bundle of skis and bindings on the basis that (a) she wears out one pair of skis for every pair of bindings she wears out, and (b) she wears out two pairs of skis for every one pair of bindings. Skis are $800/pr and bindings are $400/pr. a. pairs of bindings Instructions: Round your answer to 1 decimal place. b. pairs of bindings pairs of skis - - - - - - - and pairs of skis

Picabo, an aggressive skier, spends her entire income on skis and bindings. Suppose Picabo has $8,400 to spend on skis and bindings each year. Find her best affordable bundle of skis and bindings on the basis that (a) she wears out one pair of skis for every pair of bindings she wears out, and (b) she wears out two pairs of skis for every one pair of bindings. Skis are $800/pr and bindings are $400/pr. a. pairs of bindings Instructions: Round your answer to 1 decimal place. b. pairs of bindings pairs of skis - - - - - - - and pairs of skis

ENGR.ECONOMIC ANALYSIS

14th Edition

ISBN:9780190931919

Author:NEWNAN

Publisher:NEWNAN

Chapter1: Making Economics Decisions

Section: Chapter Questions

Problem 1QTC

See similar textbooks

Similar questions

2.5 Ms. Caffeine enjoys coffee (C) and tea (T) accord- ing to the function U(C,T) = 3C+4T. a. What does her utility function say about her MRS of coffee for tea? What do her indiffer- ence curves look like? b. If coffee and tea cost $3 each and Ms. Caffeine has $12 to spend on these products, how much coffee and tea should she buy to maximize her utility? c. Draw the graph of her indifference curve map and her budget constraint, and show that the utility-maximizing point occurs only on the T-axis where no coffee is bought. d. Would this person buy any coffee if she had more money to spend? e. How would her consumption change if the price of coffee fell to $2?
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.
am. 113.
Refer to the table below. If the subscription price for a sports app is $2 per week, the subscription price of a game app is $1 per week, and a student has $9 per week to spend, what quantities will she purchase at a consumer optimum? Quantity of Sports Apps per week Marginal Utility (utils) Quantity of Game Apps per Week Marginal Utility (utils) 1 1,200 1 1,700 2 1,000 2 1,400 3 800 3 1,100 4 600 4 800 5 400 5 500 6 100 6 200
EXERCISE 5 Loise spends £20 on tea (T) and coffee (C). Her preferences for these goods can be described by the following utility function: ( , ). Suppose that one cup of tea costs £1.60 while one cup of Loise’s favourite coffee costs £4.00. Find Loise’s optimal consumption bundle. Provide both algebraic and graphical solution. Explain your reasoning. Discuss how Loise’s optimal consumption choice would change when her disposable budget changes. If the price of tea increases to £2.00 per cup, how should the price of coffee change so that Loise can be as well off as before this change in prices? Discuss the implications of the price change from c) on Loise’s optimal choice. In your discussion, include the analysis of the substitution and income effects as well as Loise’s demand for tea and/or coffee.
5
34) Consider Dianna who has a $25 fast food budget per month. She can purchase salads (S), hamburgers (H), or chicken strips (C). The price of a salad is Ps=$3, the price of a hamburger is PB-$2 and the price of chicken strips is Pc $4. Fill in the table below. You will use your solutions to answer questions 34-36. # Hamburgers # Salads 1 2 2 MU Salads 36 30 c) 4; 3; 4 d) 5; 4; 5 MU/P Salads 1 2 3 4 5 MU hamburgers 5 In the optimal consumption bundle for Dianna, she will purchase chicken strips. a) 2; 1; 2 b) 3; 2; 3 28 22 16 36) Dianna total utility from her consumption bundle is a) 126 b) 504 c) 106 d) 398 MU/P # Hamburgers Chicken Strips T 2 3 7 salads, 4 5 35) Dianna's utility is maximized where the marginal utility per dollar spent on each item is equal to a) $10 b) $12 c) $14 d) $16 MU Chicken Strips 72 64 56 48 40 hamburgers, and MU/P Chicken Strips
Please answer carefully and explain in as much detail as possible.
The table shows the total utility (TU) that James receives from consuming different amounts of two goods X and Y, per month. Quantity TUx MUx MUx/Px TUy MUy MUy/Py 0 0 0 0 0 0 0 1 50 50 16.67 75 75 25.00 2 88 38 12.67 117 42 14.00 3 121 33 11.00 153 36 12.00 4 150 29 9.67 181 28 9.33 5 175 25 8.33 206 25 8.33 6 196 21 7.00 225 19 6.33 7 214 18 6.00 243 18 6.00 8 229 15 5.00 260 17 5.67 9 241 12 4.00 276 16 5.33 d.How much total utility will James experience by buying the utility-maximizing combination? e.Suppose the price of good Y increases to $6. How many units of X and Y will he buy to maximize his utility now?
The prices she's considering are shown in the table below. Calculate the utility for each of the prices in the table. What is the average of the calculated utilities?
Lorenzo enjoys going to the theater to see plays, and he also enjoys going to rock concerts. The following diagram shows two of Lorenzo's indifference curves for going to plays and concerts. With Lorenzo's initial budget constraint (BC1), he chose to go to five concerts and three plays per month (point X). Then his budget constraint shifted to BC2, and he chose to go to four concerts and six plays per month (point Y). PLAYS 10 0 4 5 CONCERTS BC 8 Show Transcribed Text BC 10 C Of the following choices, which could have shifted Lorenzo's budget constraint from BC₁ to BC₂? Check all that apply. The price of theater tickets increased while his income and the price of concert tickets stayed the same. His income decreased while the prices of theater and concert tickets stayed the same. His income increased while the prices of theater and concert tickets stayed the same. The prices of both theater and concert tickets decreased while his income stayed the same. Based on Lorenzo's consumption…
Alex, who was convinced that "Football is coming home", was very excited for the World Cup last year. Unfortunately, he realized that his favourite Paul Gascoigne jersey from Euro 1996 was getting old, so he wanted to buy a new one before England's first game the following week. He could either buy a 2014 James Milner shirt from retailer A, which would make him totally happy (utility=1), or a 2006 David Beckham shirt from retailer B, which gives him a utility of 0.8. However, the shirts are not available today. There is a 50% chance that retailer A will have the shirt on the week-end, and 70% chance that retailer B will have theirs on the week-end. Due to time and work constraints, Alex can only visit one of these retailers before the tournament starts, otherwise he will have to keep his old 1996 shirt, which gives him a utility of 0.5. He can also ask his friend Nathan to check both places in the morning. But being a Welsh supporter, Nathan will not do it for free and wants some money…