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How do you compare mutually exclusive projects?

By Robert Clark |

The equivalent annual annuity approach is one of two methods used in capital budgeting to compare mutually exclusive projects with unequal lives. The EAA approach calculates the constant annual cash flow generated by a project over its lifespan if it was an annuity.

Why IRR Cannot be used for mutually exclusive projects?

Why IRR Cannot be used for mutually exclusive projects? The NPV and IRR methods will return conflicting results when mutually exclusive projects differ in size, or differences exist in the timing of cash flows. The presence of non-normal cash flows will lead to multiple IRRs.

How should managers rank mutually exclusive projects?

How should managers rank mutually exclusive projects? A mutually exclusive project is a project that if accepted, the company cannot accept any other projects during that time. Mangers should rank them starting with the highest NPV.

What makes a mutually exclusive project mutually exclusive?

Companies that consider mutually exclusive or independent projects likely follow a capital budgeting decision-making process. This process helps decide the long-term investment decisions of a company and uses three financial metrics: the project’s payback period, its net present value and its internal rate of return.

What makes a project a mutually independent project?

What is mutually Independent Projects? A Project whose cash flows have no impact on the acceptance or rejection of other projects is termed as Independent Project (not mutually exclusive).

What’s the difference between mutually exclusive NPV and IRR?

The NPV and IRR assuming a discount rate of 10%, are displayed below as follows. If you happen to notice, NPV of project B is greater than A, whereas the IRR of project A is greater than project B. Mutually Exclusive Mutually exclusive refers to those statistical events which cannot take place at the same time.

How are opportunity cost and mutual exclusivity related?

The concepts of opportunity cost and mutual exclusivity are inherently linked because each mutually exclusive option requires the sacrifice of whatever profits could have been generated by choosing the alternate option. The time value of money (TVM) and other factors make mutually exclusive analysis a bit more complicated.