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Which of the following would NOT resolve the difficulty of multiple rates of return?

  • A.computing a modified rate of return
  • B.compounding the positive flows forward at a stated rate
  • C.choosing whichever root exceeds the required rate
  • D.computing the present worth at the required rate

Answer: C

Correct answer: choosing whichever root exceeds the required rate

The other three are legitimate: computing a modified rate, compounding the positives forward at a stated rate (which is how the modified rate is formed), and falling back on present worth all give a defensible answer. Picking whichever root happens to clear the hurdle is not analysis but selection of a convenient number, since no root is the project’s return.

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