In: Accounting
Vaughan Company has 3 divisions with the following information:
Division A | Division B | Division C | |
Sales | $750,000 | $700,000 | $360,000 |
Net Operating Income | $20,000 | $34,000 | $36,000 |
Average Operating Assets | $200,000 | $500,000 | $300,000 |
Minimum Required Rate of Return | 12% | 6% | 11% |
Assume that each division was presented with an investment opportunity that would yield a rate of return of 11.2%. If performance is being measured by ROI a.both division A and B will accept the project, b.only division A will accept the project, c.only division C will accept the project, d.both division B and C will accept the project, e.all of the divisions will accept the project, f.none of the divisions will accept the project, g.only division B will accept the project because a.11.2% exceeds the current rate of return, b.11.2% is more than Vaughan company's total company rate of return, c.11.2% is less than Vaughan company's total company rate of return, d.11.2% exceeds their minimum required rate of return
Based on the information available in the question, we can answer as follows:-
Step 1:- Calculate the Return on Investment for the 3 of the divisions of Vaughan Company
Particulars | Division A | Division B | Division C |
Net Operating Income | 20,000 | 34,000 | 36,000 |
Average Operating Assets | 200,000 | 500,000 | 300,000 |
Return On Investment | 10.00% | 6.80% | 12.00% |
Each Division was presented with an investment opportunity of providing a yield of 11.2%. Based on the calculation above, the correct answer is Option A - Both Division A and B will accept the project. It is because the investment opportunity provides a return of 11.2% as against the current return on investment of 10% and 6.80% earned by Division A and Division B Respectively. Hence, since the investment proposal promises a higher rate of return, they will be accepted by Both Division A and Division B .
Option B is incorrect as even Division B will accept the project.
Option C is incorrect as Division C will not accept the project because they are already earning a higher Return on investment.
Option D is incorrect as C will not accept the project.
Option E is incorrect as C will not accept the project.
Option F is incorrect as we have the answer at Option A.
Option G is incorrect as Division B will not accept the project.
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