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Many investments and capital budgeting models involve 0-1 binary variables and integer programming. Consider Marquette Investments, a venture capital firm that is evaluating six different investment opportunities. There is not sufficient capital to invest in all of them, but more than one is likely to be selected. Investment 1 will yield a net present value (NPV) of $765,000, investment 2, an NPV of $830,000, investment 3, an NPV of $235,000, investment 4, an NPV of $512,000, investment 5 an NPV of $308,000 and investment 6 an NPV $550,000. Marquette Investments wants to maximize its NPV obtained from investments, subject to the following constraints.
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