What would you recommend if the benefit / cost ratio is >1: Select one: a. The project must be accepted. b. Benefit / cost ratio cannot be >1 c. The project must be rejected. d. Benefit / cost ratio always =1
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- What would you recommend if the benefit / cost ratio is >1: Select one: a. Benefit/cost ratio always =1 b. The project must be rejected. c. Benefit / cost ratio cannot be >1 d. The project must be acceptedConsider the mutually exclusive alternatives in the shown table. Which alternative would be chosen according to these decision criteria?Solve, a. Maximum benefit b. Minimum cost c. Maximum benefits minus costs d. Largest investment having an incremental B–C ratio larger than one e. Largest B–C ratio Which project should be chosen?29....When using the NPV method the decision making rationale includes the following (select all that apply): a.If projects are mutually exclusive, accept the project with the highest positive NPV. b.If projects are independent, accept if the project NPV<0. c.If projects are independent, accept if the project NPV>0 d.If the projects are mutually exclusive, accept the project with lowest NPV.
- Which of the following statement is correct Select one: a. A project is accepted when profitability index will be greater than one b. All statements are correct c. A project is accepted when net present value is greater than zero d. A project is accepted when payback period is less than the other projectAnswer this question as it is pertaining to two MUTUALLY EXCLUSIVE projects on the following figure. Given r=6%, which project would you choose if you decide to use the internal rate of return (IRR) as the criterion? Group of answer choices Project A Project B Neither EitherTrue or False The concept of individual projects stems from the B/C ratio each project has to offer. Once it is feasible (i.e., BC >1), MEAs are born.
- What is the NPV decision rule for discretionary mutually exclusive projects? A. Accept the project with the highest NPV, even if the NPV is negative. B. If there is sufficient capital, accept all positive-NPV projects. C. Accept the project with the highest IRR. D. Accept the project with the highest NPV, as long as the NPV is positiveThe following information on two mutually exclusive projects is given below: Which of the following statements is correct?(a) Since the two projects have the same rate of return, they are indifferent.(b) Project A would be a better choice because the required investment is smaller with the same rate of return.(c) Project B would be a better choice as long as the investor's MARR is lessthan 25%.(d) Project Bis a better choice regardless of the investor's MARR.Answer this question as it is pertaining to two MUTUALLY EXCLUSIVE projects on the following figure. If r=6%, which project would you choose by using the net present value (NPV) as the criterion? Group of answer choices Project A Project B Neither Either
- In calculating the Net Present Value, the project would be acceptable if the outcome was: Group of answer choices Positive Positive or Zero Zero NegativeWhich statement is correct? Group of answer choices a. IRR will give you correct decision if it is applied to mutually exclusive projects. b. IRR rule is the best rule to apply when making capital budgeting decisions. c. NPV will give you incorrect decision if it is applied to mutually exclusive projects. d. If NPV and IRR give you contradictory decisions, you should follow NPV.(a) If you apply the payback decision rule, which investment will you choose? Why? (b) If you apply the NPV decision rule, which investment will you choose? Why? (c) If you apply the IRR decision rule, which investment will you choose? Why? (d) Based on your answers of (a) to (c), which project will you (eventually) choose? Why?
