An investor hires a brokerage firm to manage his investments. The client has a total of $65,000 to invest. The firm recommends splitting the money across two funds: Fund A, and Fund B. Fund A has a projected annual return of 11.5%. Fund B has a projected annual return of 7.5%. The maximum that can be invested into Fund A is $50,000. Fund A has a risk rating of 6 for every thousand dollars invested. Fund B has a risk rating of 5 for every thousand dollars invested. Based on the investor's financial goals, the broker recommends a maximum risk rating of 360. Use a linear program to determine how the investor should split his money so as to maximize his projected annual return. State the maximum projected return, as well as the investment strategy used to obtain it. An investor hires a brokerage firm to manage his investments. The client has a total of $65,000 to invest. The firm recommends splitting the money across two funds: Fund A, and Fund B. Fund A has a projected annual return of 11.5%. Fund B has a projected annual return of 7.5%. The maximum that can be invested into Fund A is $50,000. Fund A has a risk rating of 6 for every thousand dollars invested. Fund B has a risk rating of 5 for every thousand dollars invested. Based on the investor's financial goals, the broker recommends a maximum risk rating of 360. Use a linear program to determine how the investor should split his money so as to maximize his projected annual return. State the maximum projected return, as well as the investment strategy used to obtain it