In: Finance
Suny Ltd. is a gas provider in Chicago. Mrs. Larry is a landowner of a site that the company is interested to explore. Suny Ltd. offers Mrs. Larry a deal of $200,000 for the exploration rights to natural gas on the site and the option for future development. If natural gas is discovered on the site and Suny Ltd. wishes to develop the site further, then Mrs. Larry will be paid an additional $1,900,000. Mrs. Larry believes that Suny Ltd.’s interest in the site gives rise to the chance that gas is present. So, Mrs. Larry may opt to develop the field independently. Mrs. Larry may sign a contract with Drillers & Co – an expert in natural gas exploration and development, which will cost $250,000 regardless of whether gas is found on the site or not. If gas was discovered, however, Mrs. Larry may earn a net profit of $6,000,000 from the site. Mrs. Larry believes that the probability of finding gas on the site is 65%.
a)
P1 = Probability of Not Finiding Gas = 0.35
P2 = Probability of Finding Gas = 0.65
b) Monetary Outcomes in the deciosn Tree is defined as the Expected Profit/Loss that will be generated using a particular option.
Option 1- Net Profit = $200,000; P1 = 0.35
Expected Net Profit Using Option1 = $70,000
Option 2 - Net Profit = $200,000+$1,900,000= $2,100,000; P2=0.65
Expected Net Profits using Option 2 = $13,65,000
Option 3 - Net Loss = $250,000; P1=0.35
Expected Net Loss using Option 3 = $87,500
Option 4- Net Profit = (-$250,000 +6,000,000) = $5,750,000; P1=0.65
Expected Net Profit using Option 4 = $37,37,500
c) Explanation of the earnings to maximize Mr. Does Net Profit-
1. The Total Expected ,rofit Generated from the decison of choosing Electra Ltd. and giving them exploration rights is
= [(P1*$200,000)+(P2*$2,100,000)]
= [(0.35*200,000)+(0.65*2,100,000)]
= $14,35,000
2. The Total Expected Profit Genearted from the decision of choosing Expert & Co. and opting the field independently is
= [(P1*Loss$250,000) +(P2*Net Profit$5,750,000)]
= [{0.35*(-250,000)}]+[{0.65*(-250,000+6,000,000)}]
= $3,650,000