If the preferences are concave, will the consumer ever consume both of the goods together?

5. Sheila and Bruce are taking a canoe trip. Sheila brought 10 boxes of peanuts (x) and 15 bags of chips (y). Sheila's utility function is U*(x,y) = lnvx*+ Invy°. Bruce also brought 20 boxes of peanuts and 5 bags of chips. Bruce's utility function is UB(x.y) = min[x', y'I. a) Illustrate the endowment point and draw a sample set of indifference curves through the endowment point. b) If Sheila and Bruce trade what will be the pattern of mutually beneficial trade? c) If the terms of trade are the number of bags of chips (y) per box of peanuts (x) then what is the largest value that these terms can be for a mutually beneficial trade in this economy? d) Find one mutually beneficial trade where the terms of trade are 1 bag of chips (y) per 2 boxes of peanuts (x). Suppose that Sheila and Bruce set up two competitive markets for peanuts and chips. Below you will show that if the price of peanuts (x) is $1 and the price of chips (y) is $2 then the markets for both peanuts and chips will clear.…

Describe and graph your own example of a budget constraint using two goods (don’t forget to label your axes). In your example, make sure to state what the budget is, the price of the two goods, what the slope of the budget constraint equals (make sure to include the correct sign), and interpret what the slope represents.

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will thumbs up solution, thank you :)   Consider a consumer with an income of M = 200 in an economy with 2 goods. Let the prices be p1 = 7, and p2 = 12, respectively. Define the budget set facing the consumer. In a well labelled diagram, illustrate the budget set for the consumer. Find two bundles, (x1,x2) and (y1,y2) that the consumer can afford. Can the consumer afford the average of the two bundles in your example? Why or why not? Suppose the price of good 2 decreases to p2(prime) = 15. Can the consumer afford the two bundles you described before now? Why? Thank you

A, B, C

We have determined that Jenny's satisfaction from eating a Snickers bar is 30 utils, whereas Sarah's satisfaction from eating a Snickers bar is 15 utils. We also know that Jenny prefers Snickers bars over Milky Way bars. Which of the following statements can we say for sure are true? Drag the true statements to the box. Items (7 items) (Drag and drop into the appropriate area below) Jenny likes Snickers bars twice as much as Sarah does. Sarah likes Snickers bars more than Jenny likes Milky Way bars. Sarah likes Snickers bars more than Jenny does. Jenny likes Snickers bars more than Sarah does. Jenny's satisfaction from consuming a Milky Way bar must be less than 30 utils. There is not enough information to determine who likes Snickers bars the most. The price of the Snickers bar is needed in order to find out who likes it the most.

The euro is the common currency used by most European countries. On a recent day, theexchange rate between euros and U.S. dollars was 1 euro to $1.3963. Ephraim went to acity in Europe and exchanged his U.S. currency for euros, receiving 450 euros. How muchU.S. dollars did he exchange