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Multiple Choice
A) the discounted payback method recognizes all cash flows over a project's life, and it also adjusts these cash flows to account for the time value of money.
B) the regular payback method was, years ago, widely used, but virtually no companies even calculate the payback today.
C) the regular payback is useful as an indicator of a project's liquidity because it gives managers an idea of how long it will take to recover the funds invested in a project.
D) the regular payback does not consider cash flows beyond the payback year, but the discounted payback overcomes this defect.
E) the regular payback method recognizes all cash flows over a project's life.
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Multiple Choice
A) 1.91 years
B) 2.12 years
C) 2.36 years
D) 2.59 years
E) 2.85 years
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Multiple Choice
A) if project a has a higher irr than project b, then project a must also have a higher npv.
B) the irr calculation implicitly assumes that all cash flows are reinvested at the cost of capital.
C) the irr calculation implicitly assumes that cash flows are withdrawn from the business rather than being reinvested in the business.
D) if a project has normal cash flows and its irr exceeds its cost of capital, then the project's npv must be positive.
E) if project a has a higher irr than project b, then project a must have the lower npv.
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Multiple Choice
A) $11.45
B) $12.72
C) $14.63
D) $16.82
E) $19.35
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Multiple Choice
A) a project's regular irr is found by discounting the cash inflows at the cost of capital to find the present value (pv) , then compounding this pv to find the irr.
B) if a project's irr is greater than the wacc, then its npv must be negative.
C) to find a project's irr, we must solve for the discount rate that causes the pv of the inflows to equal the pv of the project's costs.
D) to find a project's irr, we must find a discount rate that is equal to the cost of capital.
E) a project's regular irr is found by compounding the cash inflows at the cost of capital to find the terminal value (tv) , then discounting this tv at the cost of capital.
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True/False
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Multiple Choice
A) if project s has a positive npv, project l must also have a positive npv.
B) if the cost of capital falls, each project's irr will increase.
C) if the cost of capital increases, each project's irr will decrease.
D) if projects s and l have the same npv at the current cost of capital, 10%, then project l, the one with the lower irr, would have a higher npv if the cost of capital used to evaluate the projects declined.
E) project s must have a higher npv than project l.
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Multiple Choice
A) $24.14
B) $26.82
C) $29.80
D) $33.11
E) $36.42
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Multiple Choice
A) $59.03
B) $56.08
C) $53.27
D) $50.61
E) $48.08
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True/False
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Multiple Choice
A) $185.90
B) $197.01
C) $208.11
D) $219.22
E) $230.32
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Multiple Choice
A) 2.31 years
B) 2.56 years
C) 2.85 years
D) 3.16 years
E) 3.52 years
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Multiple Choice
A) $188.68
B) $198.61
C) $209.07
D) $219.52
E) $230.49
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Multiple Choice
A) 9.32%
B) 10.35%
C) 11.50%
D) 12.78%
E) 14.20%
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Multiple Choice
A) if a project has "normal" cash flows, then its mirr must be positive.
B) if a project has "normal" cash flows, then it will have exactly two real irrs.
C) the definition of "normal" cash flows is that the cash flow stream has one or more negative cash flows followed by a stream of positive cash flows and then one negative cash flow at the end of the project's life.
D) if a project has "normal" cash flows, then it can have only one real irr, whereas a project with "nonnormal" cash flows might have more than one real irr.
E) if a project has "normal" cash flows, then its irr must be positive.
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Multiple Choice
A) if the cost of capital is 6%, project s will have the higher npv.
B) if the cost of capital is 13%, project s will have the lower npv.
C) if the cost of capital is 10%, both projects will have a negative npv.
D) project s's npv is more sensitive to changes in cost of capital than project l's.
E) if the cost of capital is 10%, both projects will have positive npvs.
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Multiple Choice
A) projects with "normal" cash flows can have two or more real irrs.
B) projects with "normal" cash flows must have two changes in the sign of the cash flows, e.g., from negative to positive to negative. if there are more than two sign changes, then the cash flow stream is "nonnormal."
C) the "multiple irr problem" can arise if a project's cash flows are "normal."
D) projects with "nonnormal" cash flows are almost never encountered in the real world.
E) projects with "normal" cash flows can have only one real irr.
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Multiple Choice
A) a project's mirr is always less than its regular irr.
B) if a project's irr is greater than its cost of capital, then the mirr will be less than the irr.
C) if a project's irr is greater than its cost of capital, then the mirr will be greater than the irr.
D) to find a project's mirr, we compound cash inflows at the irr and then discount the terminal value back to t = 0 at the cost of capital.
E) a project's mirr is always greater than its regular irr.
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Multiple Choice
A) $134.79
B) $141.89
C) $149.36
D) $164.29
E) $205.36
Correct Answer
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