Weatherall Enterprises has no debt or preferred stock-it is an all-equity firm-and has a beta of 2.0. The chief financial officer is evaluating a project with an expected return of 14%, before any risk adjustment. The risk-free rate is 5%, and the market risk premium is 4%. The project being evaluated is riskier than an average project, in terms of both its beta risk and its total risk. Which of the following statements is CORRECT? O a. Riskier-than-average projects should have their expected returns increased to reflect their higher risk. Clearly, this would make the project acceptable regardless of the amount of the adjustment. O b. The project should definitely be accepted because its expected return (before any risk adjustments) is greater than its required return. O c. The project should definitely be rejected because its expected return (before risk adjustment) is less than its required return. O d. The accept reject decision depends on the firm's risk-adjustment policy. If Weatherall's policy is to increase the required return on a riskier-than-average project to 3% over rs, then it should reject the project. O e. Capital budgeting projects should be evaluated solely on the basis of their total risk. Thus, insufficient information has been provided to make the accept reject decision.
Weatherall Enterprises has no debt or preferred stock-it is an all-equity firm-and has a beta of 2.0. The chief financial officer is evaluating a project with an expected return of 14%, before any risk adjustment. The risk-free rate is 5%, and the market risk premium is 4%. The project being evaluated is riskier than an average project, in terms of both its beta risk and its total risk. Which of the following statements is CORRECT? O a. Riskier-than-average projects should have their expected returns increased to reflect their higher risk. Clearly, this would make the project acceptable regardless of the amount of the adjustment. O b. The project should definitely be accepted because its expected return (before any risk adjustments) is greater than its required return. O c. The project should definitely be rejected because its expected return (before risk adjustment) is less than its required return. O d. The accept reject decision depends on the firm's risk-adjustment policy. If Weatherall's policy is to increase the required return on a riskier-than-average project to 3% over rs, then it should reject the project. O e. Capital budgeting projects should be evaluated solely on the basis of their total risk. Thus, insufficient information has been provided to make the accept reject decision.
Essentials Of Investments
11th Edition
ISBN:9781260013924
Author:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.
Publisher:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.
Chapter1: Investments: Background And Issues
Section: Chapter Questions
Problem 1PS
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Transcribed Image Text:Weatherall Enterprises has no debt or preferred stock-it is an all-equity firm-and has a beta of 2.0. The chief financial officer is evaluating a project with an expected return of 14%, before any risk adjustment. The risk-free rate
is 5%, and the market risk premium is 4%. The project being evaluated is riskier than average project, in terms of both its beta risk and its total risk. Which of the following statements is CORRECT?
O a. Riskier-than-average projects should have their expected returns increased to reflect their higher risk. Clearly, this would make the project acceptable regardless of the amount of the adjustment.
O b. The project should definitely be accepted because its expected return (before any risk adjustments) is greater than its required return.
O c. The project should definitely be rejected because its expected return (before risk adjustment) is less than its required return.
O d. The accept/reject decision depends on the firm's risk-adjustment policy. If Weatherall's policy is to increase the required return on a riskier-than-average project to 3% over rs, then it should reject the project.
O e. Capital budgeting projects should be evaluated solely on the basis of their total risk. Thus, insufficient information has been provided to make the accept reject decision.
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