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Projects W and x are mutually exclusive projects. Their cash flows and NPV profiles are shown as follows. If the weighted average cost of capital
Projects and are mutually exclusive projects. Their cash flows and NPV profiles are shown as follows. If the weighted average cost of capital WACC for each project is do the NPV and IRR methods agree or conflict? The methods agree. The methods conflict. A key to resolving this conflict is the assumed reinvestment rate. The IRR calculation assumes that intermediate cash flows are reinvested at the and the NPV calculation implicitly assumes that the rate at which cash flows can be reinvested is the As a result, when evaluating mutually exclusive projects, the NPV method grad is usually the better decision criterion.
Projects and are mutually exclusive projects. Their cash flows and NPV profiles are shown as follows.
If the weighted average cost of capital WACC for each project is do the NPV and IRR methods agree or conflict?
The methods agree.
The methods conflict.
A key to resolving this conflict is the assumed reinvestment rate. The IRR calculation assumes that intermediate cash flows are reinvested at the
and the NPV calculation implicitly assumes that the rate at which cash flows can be reinvested is
the
As a result, when evaluating mutually exclusive projects, the NPV method grad is usually the better decision criterion.
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