In Lecture 17, we started but did not complete the following problem: Oakland Development Management (ODM) is deciding its investment plans for the next three years, and is choosing among three projects whose projected cash flows (in \$MM) at half-year intervals are as follows: (Fractional participation in any project is allowed; cash flows are reduced proportionately). ODM currently has \$2MM cash, and expects the following outside income stream: Additional financing is available to ODM as follows: - It can borrow money at 3.5\% interest per half-year. - At most \$2MM can be borrowed at one time. - It can invest surplus cash at 3.0\% per half-year. What is the investment plan that maximizes ODM's net worth at the end of three years? Formulate a linear program to solve for this problem. You do not need to implement your model in Excel. In Lecture 17, we started but did not complete the following problem: Oakland Development Management (ODM) is deciding its investment plans for the next three years, and is choosing among three projects whose projected cash flows (in \$MM) at half-year intervals are as follows: (Fractional participation in any project is allowed; cash flows are reduced proportionately). ODM currently has \$2MM cash, and expects the following outside income stream: Additional financing is available to ODM as follows: - It can borrow money at 3.5\% interest per half-year. - At most \$2MM can be borrowed at one time. - It can invest surplus cash at 3.0\% per half-year. What is the investment plan that maximizes ODM's net worth at the end of three years? Formulate a linear program to solve for this problem. You do not need to implement your model in Excel