Question: (Scenario 2) Please include mathematical model, Excel output, and list the amount of investments for each investment opportunity in a table and interpret your findings.

(Scenario 2)
Please include mathematical model, Excel output, and list the amount of investments for each investment opportunity in a table and interpret your findings.
(Scenario 2) Please include mathematical model,
What portfolio recommendations investments and amounts should be made for the available $10,000,000 to maximize the projected rate of return?
The budgetary and managerially imposed constraints are listed below:
(Scenario 2) Please include mathematical model,
Please include the Excel formulas used to find the solution.
1. Linear Optimization Cal-Bus Mutual Funds, Inc. located in Pittsburgh. Cal-Bus just obtained $10,000,000 by converting industrial bonds to cash and is now looking for other investment opportunities for these funds. Based on Cal-Bus's current investments, the firm's top financial analyst recommends that all new investments be made in the oil industry, steel industry, or government bonds in US and Europe. The investments, locations and rates of return are shown in the following table. Investment Opportunities for Cal-Bus Mutual Funds Location Investment B&E Steel Oakland Oil Pittsburgh Steel Projected Rate of Return% 7.3 8.6 6.8 New York City Pittsburgh Atlantic Oil Pacific Oil Huber Steel Midwest Steel Government Bonds Buckingham Steel Haffel Oil Florence Od EU Government Bonds 8.9 10,5 6.8 6.5 4.5 8.2 Europe 7.2 7/6 53 . . Cal-Bus should be investing all available $10,000,000. The Europe investments cannot exceed the 20% of the overall budget. Total Oil Investments cannot exceed the 30% of the total budget. Total Steel Investments cannot exceed the 50% of the total budget. Cal-Bus should invest on Pittsburgh funds at least 50% of the budget. Cal-Bus should invest on New York City funds at least 25% of the total budget. Cal-Bus should invest on Europe funds at least 15% of the total budget. At most 45% of the budget can be spent on government bonds. Oil sector investments in Europe should be less than Steel sector investments in Europe

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