2.Kayla has 10 hours to pickberries, to catch trout, and to invest in a net. In the absence of investment, it takesKayla 2 hours to pick 1 basket of berries and 2 hours to catch 1 trout. Kayla has theoption to invest by devoting 2 hours into weaving a net. If she weaves a net for 2 hours,then it takes her 2 hours to pick 1 basket of berries and 1 hour to catch 1 trout.Suppose that the government imposes a quantity restriction of 4 baskets of berries.That is, Kayla is allowed to pick anything between 0 and 4 basket of berries, but notmore than that. There is no quantity restriction on trout and Kayla has the option toinvest in a net. Outside merchants buy and sell trout and baskets of berries at pricesPT = 2 and PBB 1, respectively.=Sketch Kayla's PPF and CPF, and indicate the point of production. Clearly label yourgraphs (i.e., indicate values for slopes, intercepts, and point of production).

Production and consumption constitute two distinct economic activities that are inextricably…

Answered: Kayla has 10 hours to pick berries, to…

ENGR.ECONOMIC ANALYSIS

14th Edition

ISBN:9780190931919

Author:NEWNAN

Publisher:NEWNAN

Chapter1: Making Economics Decisions

Section: Chapter Questions

Problem 1QTC

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Suppose that Verania and Josimar are roommates that need to complete some household chores. Vacuuming and washing dishes need to be done. They know from the last time they did these chores that it takes Verania 2 hours to vacuum and 1 hour to wash dishes. It takes Josimar 3 hours to vacuum and 2 hours to wash dishes. Josimar says it does not matter which task each of them performs because Verania is faster at both tasks. Josimar’s reasoning a. is wrong. Because Verania has a comparative advantage in washing dishes, she should wash dishes, and Josimar should vacuum. b. is correct. Because Verania is faster at both tasks, there is no benefit in each volunteer specializing in one task or the other. c. is wrong. Because Verania has an absolute advantage in both tasks, she should perform both tasks herself. d. is wrong. Because Josimar has a comparative advantage in washing dishes, he should wash dishes, and Verania should vacuum.
Ab 10 Economics x axis is coffee(cups)
7
Solve the attachment.
In the economy, is there only one efficient combination of goods?
Katie loves swimming. Every afternoon, she visits the local swimming pool for a swim. The entry cost to the pool costs Katie $10 but she can swim for as long as she wants. Once she has entered the pool and paid the fee, Katie wonders how many hours should she spend swimming if she were to think like an economist. She expects to gain an incremental benefit of $21 from the first hour of swimming, then gains subsequent incremental benefits of $17 from the second, $11 from the third and $4 from the fourth. For every hour spent swimming, it will cost Katie $6 as she could have spent the time doing her homework. In determining how many hours Katie should be swimming, the $10 entry fee to the pool is a/an Type A for Average cost, M for Marginal cost, S for Sunk cost or O for Opportunity cost. Using marginal analysis, what is the optimal amount of hours Katie should spend swimming? The maximum surplus for Katie, from spending the number of hours you found in part b, is $ Answer to the nearest…
Karan and Arjun work for a political campaign for 20 hours each per week. It takes Karan 2 hours to make a poster and 5 hours to write a memo. It takes Arjun 4 hours to make a poster and X hours to write a memo. The campaign needs 10 posters this week, and as many memos as possible. Since Karan is faster at making posters, he should be assigned the task of making posters.
Stan Moneymaker needs 15 gallons of gasoline to top off his automobile’s gas tank. If he drives an extra eight miles (round trip) to a gas station on the outskirts of town, Stan can save $0.10 per gallon on the price of gasoline. Suppose gasoline costs $3.90 per gallon and Stan’s car gets 25 mpg for in-town driving. Should Stan make the trip to get less expensive gasoline? Each mile that Stan drives creates one pound of carbon dioxide. Each pound of CO2 has a cost impact of $0.02 on the environment. What other factors (cost and otherwise) should Stan consider in his decision making?
Sven runs a daycare for some of the neighborhood children, where he earns $300/day inrevenue. He runs the daycare out of his home, for which the mortgage costs $3,000 per month($100 per day). Each day, Sven spends $50 on food, diapers, and other supplies. He also hassome toys and playground equipment that originally cost $500, but which he wouldn’t getany money for reselling today. Sven looks after all the children himself, so he doesn’t pay anymoney in labor costs. If he weren’t busy with the daycare, he could earn $120 per day as aprivate nanny. What is Sven’s daily economic profit from the daycare? (Select one from below) (a) $300: Economic profit is equal to revenue.(b) $180: That is his revenue minus opportunity cost.(c) $150: That is his revenue minus input cost.(d) $130: That is his revenue minus variable cost.(e) $50: That is his revenue minus accounting cost.(f) $30: That is his revenue minus economic cost.(g) $0: In the long run, all firms must make zero profits.(h) –$200:…
Mike is pondering what to do for a few free hours on Saturday evening. This is the set of activities he's considering, along with their respective utility levels: activity build a LEGO set go stargazing south of Dexter Lake play a tabletop game with his kids watch a movie with his family prepare Mini-Exam 2 for EC 201 utility 6 utils 9 utils 7 utils 10 utils 2 utils Unfortunately, Mike has only enough time to do at most one of these activities. What is Mike's opportunity cost of deciding to watch a movie with his family?
The table shows the marginal benefit of pizza and the marginal cost of pizza in terms of soda forgone. How many pizzas are produced when the quantity of soda that people are willing to give up to get an additional pizza is greater than the quantity of soda that they must give up to get that additional pizza? ... If pizzas are produced, the quantity of soda that people are willing to give up to get an additional pizza is greater than the quantity of soda that they must give up to get that additional pizza. OA. 100 OB. less than 100 OC. more than 100 OD. any quantity other than 100 Quantity (pizzas per day) 50 100 150 200 250 Marginal benefit Marginal cost (cans of soda per pizza) 32 7 3 2 1 67249 32 44 52

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