In one day, Dahyun can produce 20 cakes or 40 brownies, and Sana can produce 25 cakes or 125 brownies. Suppose Dahyun and Sana each specialize in producing the good in which they have a comparative advantage. Select the statement that is TRUE for the following terms of trade:  trade 1 cake for 7 brownies   a Dahyun loses but Sana gains b Dahyun gains but Sana loses c Dahyun gains but Sana is neither better nor worse off (i.e. she is indifferent) d Both Dahyun and Sana are better off

10)Suppose that in a three-hour block of time you can either make 2 batches of chocolate chip cookies or word-process 10 pages of text. In contrast, your roommate Keshawn can either make 4 batches of cookies or word-process 5 pages of text in a three-hour block of time. Which of the following is correct * a)Your comparative advantage is in making cookies. b)None of the above c)Keshawn's comparative advantage is in word-processing text. d)Your comparative advantage is in word-processing text.

Paul, Noel, and Sandi work in a bakery where they make pies and cakes. In one day, Paul can make 5 pies or 5 cakes or any combination of these two goods that lie on the same line containing these two production points. Noel can make 30 pies or 10 cakes or any combination of these two goods that lie on the same line containing these two production points. Sandi can make 12 pies or 6 cakes or any combination of these two goods that lie on the same line containing these two production points. Assume that the production possibility frontier (PPF) of each person is a straight line. What are the opportunity costs of producing 1 pie in terms of the number of cakes for Paul, Noel, and Sandi?   a. The opportunity cost of producing 1 pie for Paul is 1 cake; for Noel is one third of a cake; for Sandi is one half of a cake.   b. The opportunity cost of producing 1 pie for Paul is 1 cake; for Noel is three cakes; for Sandi is one half of a cake.   c. The opportunity cost of…

As the manager at a local florist, you supervise two employees, Anita and Jerome. There are two tasks that need to be completed: floral arrangements and flower delivery. It takes Anita 30 minutes to finish one floral arrangement and it takes her 40 minutes to make one delivery. It takes Jerome 10 minutes to finish one floral arrangement and it takes him 30 minutes to make one delivery. a. Who has a comparative advantage in floral arrangements? What about deliveries? b. Suppose, initially, Jerome and Anita each spent 4 hours each day doing floral arrangements and 2 hours each day doing deliveries. If you changed their tasks so that each individual did nothing but the task for which they had a comparative advantage, how many more floral arrangements would your store make, and how many more deliveries?

Consider a simple exchange economy with two people: Bob and Jake. Bob and Jake both have ten hoursof time available. The can use their time to do one of two things: make pancakes or make hamburgers.Bob can make two hamburgers in an hour or one pancake in an hour. Jake can make three pancakes in anhour or two hamburgers in an hour. Use this information to answer the following questions:a.) Draw Jake and Bob’s PPFs, with hamburgers on the x-axis.b.) Give equations for Jake and Bob’s PPFs in y = mx+b form, still treating hamburgers as the xvariable.c.) Who has absolute advantage in the production of hamburgers? Who has absolute advantage inthe production of pancakes?d.) Who has comparative advantage in the production of hamburgers? Who has comparativeadvantage in the production of pancakes?e.) Can Bob and Jake both benefit from trade if the terms of trade are one pancake per hambruger?Why

Hector and Albert are bakers who can make either cakes or pies. Below is a graph showing their production possibilities curves (PPC) for these items. Cake 6. - Albert's PPC Hector's PPC 2 8. Pie Use the information from the above graph to answer the following questions. For opportunity cost please enter numeric answers (ie. 4 or 1/4 not "Four" or "one fourth"), for the question about comparative advantage just type either "Albert" or "Hector" into the submission box. What is Hector's opportunity cost for one cake? What is Albert's opportunity cost for one pie? Who has comparative advantage in making cake? 4-

Bob and Erik are both experienced in making pizzas and burgers. In one day, Bob can make 8 pizzas or 32 burgers. With the same effort and in the same day, Erik can make 12 pizzas or 36 burgers. Who has the absolute advantage in making pizzas and who has the absolute advantage in making burgers? Who has the comparative advantage in each activity? Show your derivations. According to the principle of comparative advantage, in which activity should each person (Bob and Erik) specialize in order to gain from trade? Note:- Do not provide handwritten solution. Maintain accuracy and quality in your answer. Take care of plagiarism. Answer completely. You will get up vote for sure.

I am eight hour day Andy can produce either 24 loaves of bread or 8 kilograms of butter. In an eight hour day Rolfe can produce either 8 loaves of bread or 8 kilograms of butter. a)what is Andy's opportunity cost of producing one loaf of bread? What is rolfes opportunity cost of producing one loaf of bread  b) who has the comparative advantage in bread production? Who has comparative advantage in butter production? c)would they both gain from specialization and trade in other each other? Show it through a numerical example

Tina can allocate her 8-hour day between baking and cooking. Each hour devoted to baking yields 2 cakes whereas each hour spent cooking produces 4 plates of food. Tina's neighbor, Ingrid, can produce 3 cakes or 4 plates of food per hour. Who has the absolute advantage in the production of cakes? Who has absolute advantage in the production of food? Who has a comparative advantage in the production of cakes? Who has a comparative advantage in the production of food? What is the opportunity cost for food?

Suppose that in an hour Chip can gather 8 pounds of fruit or 4 pounds of nuts. In an hour, Monk can gather 9 pounds of fruit or 3 pounds of nuts. Which of the following choices would benefit both Chip and Monk if trade occurred? Please choose the correct answer from the following choices, and then select the submit answer button. 1 pound of fruit for 2/5 pound of nuts 1 pound of fruit for 1 pound of nuts. 1 pound of fruit for 3/4 pound of nuts 1 pound of fruit for 1/10 pound of nuts   I dont understand the math breakdown for these types of trade question I realize  Chip Fruit to nuts is 2:1 and Monk is 3:1 but that is where I dont undersand the further breakdown