An investor has $500,000 to invest and wants to maximize the money they will receive at the end of one year. They can invest in condos, apartments and houses. The profit after one year, the cost and the number of units available are shown below. Formulate the ILP for this problem (show me your work in Solver) and compute the optimal solution, given the constraints.
Variable Investment Profit ($1,000) Cost ($1,000) Number Available
X1 Condos 6 50 10
X2 Apartments 12 90 5
X3 Houses 9 100 7

Your team has identified the risks on the project and determined their risk score. the team is in the midst of determining what strategies to put in place should the risks occur. after some discussion, the team members have determined that the risk of losing their network administrator is a risk they'll just deal with if and when it occurs. although they think it's a possibility and the impact would be significant, they've decided to simply deal with it after the fact. which of the following is true regarding this question? a. this is a positive response strategy. b. this is a negative response strategy. c. this is a response strategy for either positive or negative risk known as contingency planning. d. this is a response strategy for either positive or negative risks known as passive acceptance.