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To answer this question, refer to the cash flow worksheet and the internal rate of return (IRR) calculations. The hospital is only interested in accepting projects with an IRR that exceeds 11%. Assuming the hospital has sufficient capital for both projects and is willing to invest for up to 10 years, which project(s) would the hospital accept?
The internal rate of return (IRR) represents the discount rate at which a project's net present value (NPV) equals zero. Financial management theory states that a project should be accepted if its IRR exceeds the firm's required rate of return (or hurdle rate), assuming conventional cash flows and no capital rationing.
In this scenario, the hospital has a minimum required return of 11% and sufficient capital to undertake all acceptable projects. Based on the provided IRR calculations, both Project A and Project B have IRRs exceeding 11%, making them financially acceptable under the IRR decision rule. Because there is no capital constraint and the investment horizon is sufficient, the hospital should accept both projects.
Financial management texts caution that IRR can sometimes produce misleading rankings when projects differ significantly in scale or timing. However, when evaluating independent projects with acceptable IRRs, the correct decision is to accept all projects that meet or exceed the required return. Option B correctly reflects this principle.