| University | Singapore University of Social Science (SUSS) |
| Subject | BUS107: Quantitative Methods |
Question 1
This question is about the application of Linear Programming (LP). Parts (a) and (b) are in a company setting, and part (c) is in your daily life setting.
(a) TradeCo wants to invest at most $10,000 in 2021. Two investment options are proposed: STK and BD, with annual yields of 20% and 10% respectively. Based on market research, TradeCo wishes to limit the amount invested in STK to no more than 60% of the total investment. How should TradeCo invest to generate the highest annual yield? Develop an LP model that represents the problem. Please clearly state decision variables, objectives, and constraints. You do not need to solve it. Please limit the answer to one page.
(b) Suppose that TradeCo imposes one more restriction: investment in BD should be at least times the investment in STK where is a non-negative constant. Find the optimal solution to the problem and discuss how the value would affect TradeCo’s best investment decision and annual yield. Please limit the answer to two pages. [Hint: use the graphical method and solve for the optimal solution in terms of.
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