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please answer 4-6 using the first image. No need to explain how it is done. Consider this figure depicting the situation with Angela the farmer

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please answer 4-6 using the first image. No need to explain how it is done.

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Consider this figure depicting the situation with Angela the farmer and Bruno the landlord from Unit 5: Angela's biological survival constraint Angela's reservation indifference curve 12 Feasible frontier: Angela and Bruno combined K Economically M feasible set Bushels of grain 2.5- . Z: Angela's reservation option 24 Angela's hours of free time [If the image above doesn't appear click here to open it in a new tab.] As Angela's reservation indifference curve illustrates, Angela likes more grain and more hours of free time: given a fixed number of hours of free time she prefers to have more grain than less, and given a fixed amount of grain she prefers more hours of free time. Use the information in the figure above to answer the next three questions.Question 4 3 pts Given the figure above, which of these allocations would Angela most prefer? OK OI OM O It cannot be determined from the information given. OL Question 5 3 pts Why would Angela refuse if Bruno were to propose allocation J? Allocation J doesn't give Angela as much utility as her reservation option Z. Allocation J doesn't leave Angela with enough calories to survive, Angela prefers allocation I to allocation J. O It's not technically feasible for Angela to produce at point J.Question 6 3 pts Which of these statements is true about the bargaining of Angela and Bruno over the allocation in this model? Select all correct answers. ) If Angela's reservation option were to improve it would increase her bargaining power. )Ultimately, Angela and Bruno will settle on an allocation that lies along the contract curve (not shown in the figure above). )Bruno is indifferent between any of the points on the feasible frontier. O Any point in the economically feasible set is Pareto efficient. )Whenever Angela has more bargaining power, she will always use it to obtain an allocation in which she works fewer hours

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