specializes in labor market work. If they still need to each eat 3 meals per day (for a total of 6 meals), what are Bob and Laura's joint gains from marriage in terms of purchased ingredients?
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- Both Bob and Laura can work 6 hours per day in either market work for a wage or in home production. In particular, they can work at home to make meals or work in the labor market to purchase ingredients for those meals. Their production possibilities per hour are in the table below. Imagine Laura and Bob get married to enjoy the economic gains from specialization and division of labor in marriage, and the person who has the comparative advantage in cooking meals specializes in cooking meals while the person with the comparative advantage in labor market works specializes in labor market work. If they still need to each eat 3 meals per day (for a total of 6 meals), what are Bob and Laura's joint gains from marriage in terms of purchased ingredients? Bob Laura Numeric Response Meals per hour $ of Ingredients per hour 1 1 20 15Amy and Bill are fixing up their house by painting walls and installing electrical outlets. In one hour, Amy can paint 8 walls, or install 6 outlets. In one hour, Bill can paint 5 walls, or install 5 outlets In order to maximize their work per hour, (Click to select) should just paint walls, and (Click to select) ♥ should just install outletsSuppose there exist two imaginary countries, Sequoia and Denall. Their labor forces are each capable of supplying four million hours per week that can be used to produce almonds, shorts, or some combination of the two. The following table shows the amount of almonds or shorts that can be produced by one hour of labor. Almonds Country (Pounds per hour of labor) Sequoia Denall Suppose that initially Denall uses 1 million hours of labor per week to produce almonds and 3 million hours per week to produce shorts, while Sequoia uses 3 million hours of labor per week to produce almonds and 1 million hours per week to produce shorts. As a result, Sequola produces 12 million pounds of almonds and 16 million pairs of shorts, and Denall produces 6 million pounds of almonds and 36 million pairs of shorts. Assume there are no other countries willing to engage in trade, so, in the absence of trade between these two countries, each country consumes the amount of almonds and shorts it produces.…
- Matt and Lin are two producers and consumers for lamps and beds. Each of them works 40 hours in a week. Hours required for Matt to produce one unit of lamps or beds are 1 hours or 10 hours, respectively. Hours required for Lin to produce one unit of lamps or beds are 2 hours or 8 hours, respectively. Assuming their PPFs are straight lines. Calculate the correct options that complete the following statements on Matt's PPF. A) If Matt produces only lamps, they can produce ? unit(s) of lamps. If Matt produces only beds, they can produce ? unit(s) of beds B) Calculate the correct options that complete the following statements on Lin's PPF. If Lin produces only lamps, they can produce unit(s) of lamps. If Lin produces only beds, they can produce unit(s) of beds. C) What is the marginal opportunity cost of producing an extra unit of lamps for Matt? An extra unit of lamps costs unit(s) of beds. D) What is the marginal opportunity cost of producing an extra unit of lamps for Lin?…Scott and Cindy both produce only pizza and tacos. In one hour, Cindy can produce 20 pizzas or 40 tacos. In one hour, Scott can produce 40 pizzas or 50 tacos. Based on this information, the person specializing in the production of tacos is willing to sell 10 tacos in return for at least pizzas and the other person is willing to pay no more than pizzas for the 10 tacos. Enter numerical values, rounding to two decimal places, and do not enter fractions. For example, enter 23.00 or 43.12.Once again, consider Babs and Donna, who can each produce cake, beer, or some combination of the two using only 40 hours of labor each. Babs can produce a maximum of 50 cakes if she produces no beer, and 100 units of beer if she produces no cake. Donna can produce a maximum of 100 cakes with no beer produced; if she makes no cake, she can produce 120 units of beer. If in autarky each producer spends half of her time producing cake and the other half producing units of cake. beer, then in autarky Babs would produce (Carefully follow all numeric instructions.) MacBook Air 吕0 F3 F4 F5 F6 F7 F9 $ & 4 7 8. 9. R Y U H. K *
- PA no Page 5 8. Pat and Kerry are considering a partnership. With all Pat's resources, Pat can produce 50 X or 20 Y. With all of Kerry's resources, Kerry can produce 30 X or 30 Y. Assume the resources can be easily substituted to make either product. They are starting by using half of the resources to make each item. These relationships are shown in the following table. Use this information to answer the following questions: Kerry Product X (Xylophones) Product Y (Yams) 50 0 Pat 25 Pat make? 10 0 20 Pat make? 30 0 15 15 0 30 a. Who has an absolute advantage in producing X? Pat b. Who is a comparative advantage in producing Y? Partnership be gained from before they started trading? c. If Pat and Kerry decided to take all the gains from trade in X, how much X would 40 25 d. If Pat and Kerry decided to take all the gains from trade in X, how much X would Gain be gained from before they started trading? e. If Pat and Kerry decided to take all the gains from trade in Y, how much Y would f.…Question 30 Link and Zelda each have 12 hours a week they can spend making costumes and accessories for their cosplay group. Link has been doing this for years and can make a costume piece in 2 hours and an accessory item in 1 hour. Zelda is still learning and can make a costume piece in 3 hours and an accessory item in 2 hours. The opportunity cost of 1 costume piece for Link in terms of accessory items (i.e. accessory items per costume piece):Suppose that Cassie can produce 10 pounds of tuna per hour or 20 pounds of apple per hour, and Samantha can produce 20 pounds of tuna per hour or 10 pounds of apples per hour. Cassie and Samantha both want 80 pounds of tuna and 80 pounds of apple per day. a. How many hours must Cassie and Samantha work per day if they don't help each other? b. Suppose they decide to work together. Now how many hours each day do they have to work?What is the economic explanation for the reduction in hours?
- A company that produces brass hardware for doors has the ability to produce up to 6,500 hinges per week but then is unable to produce doorknobs. Or it can produce up to 650 doorknobs per week but then is unable to produce any hinges. In the graph below, use the straight-line tool to draw the company's production possibilities frontier, where the quantities are per week (do not use the point tool to plot endpoints). Then use the point tool to plot a point to indicate the company's maximum output where it is producing exactly three times as many hinges as doorknobs. To refer to the graphing tutorial for this question type, please click here. Quartity ofinge 000 7500 000 4000 000 100 1000 Quartity of doorknotBonnie and Clyde are next-door neighbors. Both have identical yards with identical pools, The table below shows the amount of time it takes them to complete their yard work. Bonnie Clyde Rake the yard 40 minutes 150 minutes Clean the pool 180 minutes 120 minutes Bonnie and Clyde agree to completely specialize in the task for which they have the lower opportunity cost. In other words, one person will rake both of the yards, and one person will clean both of the pools. If they do this, how many minutes did Bonnie save by agreeing to this deal, compared with the original situation where she would have to rake one yard and clean one pool?Paul, Ringo, and George have a business where they visit people's homes to mow lawns and wash cars. Paul can wash 6 cars or mow 3 lawns in one hour. Ringo can wash 3 cars or mow 3 lawns in one hour. George can wash 3 cars or mow 6 lawns in one hour. They each work 6 hours per day. If two of them wash cars and one mows lawns then at most they can wash cars and mow lawns. Enter whole numbers.