You are considering buying a fleld that contains 263 barrels of oil that can be extracted. If you buy the field, you can extract the oil and sell it in one year from today; the cost of drilling and extracting the oil will be $18,410 when you do it in one year. Nothing happens after time 1 . In other words, the onlv cash flow from ownina the field occurs in one vear from todav and is given below: You expect the price of oil in one year to be $75.25 per barrel, and your discount rate is 24%. Part A (1pt). How much are you willing to pay for the field? Assume that you are going to drill in one year regardless of the price of oil. That is, ignore real options. Part B (1pt). Suppose that you do not need to drill in one year if the price of oil is too low. Of the below prices, what is the minimum price at which you would drill if you buy the field? Part C (1pt). While you expect the price of oil to be $75.25/barrel, there are four equally likely prices of oil in one year: $54/ barrel, $64/ barrel, $70/ barrel, and $113/ barrel. How much are you willing to pay for the field if you do not need to drill in one year if the price of oil is too low? In other words, how much are you willing to pay for the field if you have the option to not drill? Part D (1pt). What is the value of the option to not drill when the price of oil is too low? Part A: $1,113.51 Part A: $938.51 Part A: \$1,398.51 Part A: $881.51 Part B: $113 /barrel Part B: $71 /barrel Part B: $106/ barrel Part B: $82 /barrel Part C. $1,113.51 Part C: $2,113.04 Part C. $998.51 Part C: $2,280.04 Part D: $0.00 Part D: 5115.00 Part D: $1,166.53 Part D: $115.00