solve the question please

Suppose that Mory has the following utility curve for monetary values between 0 and $20,000. Utility Curve $20,000 - 10 $14,000) - 0.80 $10,000) - 0.00 Utility 0.81 OSL6,000) 0.50 0:41 031 031 (50) Monetary Value Mary wants to decide between two financial investment options: One option is to invest in stock option 1, which is going to either bring $16.000 with o probability of 0.7. or bring $6000 with a probability of 0.3. The other option is to invest in stock option 2 which is going to either bring $20,000 with a probability of 0.5, or bring $10.000 with a probability of 0.5. Which option should Mary choose? Draw a decision tree showing Mary's options and calculate the solution. Suppose that Mory has the following utility curve for monetary values between 0 and $20,000. Utility Curve $20,000 - 10 $14,000) - 0.80 $10,000) - 0.00 Utility 0.81 OSL6,000) 0.50 0:41 031 031 (50) Monetary Value Mary wants to decide between two financial investment options: One option is to invest in stock option 1, which is going to either bring $16.000 with o probability of 0.7. or bring $6000 with a probability of 0.3. The other option is to invest in stock option 2 which is going to either bring $20,000 with a probability of 0.5, or bring $10.000 with a probability of 0.5. Which option should Mary choose? Draw a decision tree showing Mary's options and calculate the solution