Deck 11: Project Analysis and Evaluation
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Deck 11: Project Analysis and Evaluation
1
You have put together a set of cash flow forecasts for a project and have found, on your first
calculation, that the NPV is positive. You should accept the project because you are certain to
increase shareholder wealth.
calculation, that the NPV is positive. You should accept the project because you are certain to
increase shareholder wealth.
False
2
Sensitivity analysis allows a firm to ask what-if type questions in capital budgeting.
True
3
Just because the cash flows of a project are positive doesn't mean the NPV is positive.
True
4
Projected sales is generally least subject to forecasting risk.
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5
The OCF is equal to zero in a financial break-even calculation.
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6
The net present value is equal to zero at the accounting break-even point.
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7
Scenario analysis allows a firm to ask what-if type questions in capital budgeting.
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8
Simulation analysis allows a firm to ask what-if type questions in capital budgeting.
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9
You have put together a set of cash flow forecasts for a project and have found, on your first
calculation, that the NPV is positive. You should use scenario or sensitivity analysis to investigate
the project in greater detail.
calculation, that the NPV is positive. You should use scenario or sensitivity analysis to investigate
the project in greater detail.
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10
Break-even analysis allows a firm to ask what-if type questions in capital budgeting.
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11
Net income is equal to zero at the accounting break-even point.
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12
You have put together a set of cash flow forecasts for a project and have found, on your first
calculation, that the NPV is positive. You should try to identify some source of value in the project.
calculation, that the NPV is positive. You should try to identify some source of value in the project.
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13
If a project's base case NPV is positive, the project should automatically be accepted.
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14
The quantity sold at the accounting break-even point is equal to the total fixed costs divided by the
contribution margin.
contribution margin.
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15
The IRR is equal to the required rate of return in a financial break-even calculation.
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16
Projected fixed costs is generally least subject to forecasting risk.
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17
The discounted payback is equal to the life of the project in a financial break-even calculation.
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18
You have put together a set of cash flow forecasts for a project and have found, on your first
calculation, that the NPV is positive. You should try to assess the degree of forecasting risk that
exists with the project.
calculation, that the NPV is positive. You should try to assess the degree of forecasting risk that
exists with the project.
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19
Initial investment is generally least subject to forecasting risk.
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20
The quantity sold at the accounting break-even point is equal to the total fixed costs plus
depreciation divided by the contribution margin.
depreciation divided by the contribution margin.
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21
The accounting break-even point has an operating cash flow is zero.
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22
All else equal, if you decrease your level of fixed costs, cash break-even will also fall.
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23
A project that just breaks even on an accounting basis will not pay back.
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24
The accounting break-even point has a net income is zero.
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25
A project that just breaks even on an accounting basis must have a positive NPV.
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26
A project that just breaks even on a financial basis has a PI equal to zero.
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27
The NPV is equal to zero in a financial break-even calculation.
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28
All else the same, if a firm revises its production process to use more labour and less machinery, the
firm will have smaller changes in OCF for a given change in sales quantity.
firm will have smaller changes in OCF for a given change in sales quantity.
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29
In a financial break-even calculation, the present value of the cash inflows equals the amount of the
initial investment.
initial investment.
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30
In a financial break-even calculation, the project never pays back on a discounted basis.
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31
A project that just breaks even on a financial basis has a discounted payback equal to the project's
life.
life.
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32
The accounting break-even point has a net present value is zero.
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33
In a financial break-even calculation, the operating cash flow is at a level that produces a net
present value of zero.
present value of zero.
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34
A project that just breaks even on a financial basis will not pay back.
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35
A project that just breaks even on a cash basis will not pay back.
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36
A project that just breaks even on an accounting basis has a discounted payback period equal to its
life.
life.
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37
All else equal, if you decrease your level of fixed costs, accounting break-even will also fall.
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38
A project that just breaks even on a cash basis must have a zero NPV.
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39
A project that just breaks even on a cash basis has a discounted payback period equal to its life.
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40
The accounting break-even point has an internal rate of return is zero.
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41
In a financial break-even calculation, the payback period of the project is equal to the life of the
project.
project.
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42
All else the same, if a firm revises its production process to use more labour and less machinery, the
firm will have an increased capital intensity.
firm will have an increased capital intensity.
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43
Fixed costs are variable over long periods of time.
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44
Fixed costs per unit remain constant over a given range of production output.
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45
All else equal, if you decrease your level of fixed costs, operating cash flow will also fall.
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46
Fixed costs must be paid even if production is halted.
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47
Variable costs can be ascertained with certainty when evaluating a proposed project.
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48
All else the same, if you decrease fixed costs, accounting break-even will also decline.
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49
The higher the contribution margin, the lower the financial break-even point.
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50
Variable costs minus fixed costs equal marginal costs.
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51
All else the same, if a firm revises its production process to use more labour and less machinery, the
firm will have a decreased accounting break-even.
firm will have a decreased accounting break-even.
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52
Fixed costs change with the quantity of output produced.
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53
The higher the contribution margin, the lower the cash break-even point.
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54
Variable costs are equal to zero when production is equal to zero.
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55
An increase in variable costs increases the operating cash flow.
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56
All else the same, if you decrease fixed costs, will also operating cash flow decline.
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57
All else the same, if you decrease fixed costs, cash break-even will also decline.
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58
Fixed costs are generally affected by the amount of fixed assets owned by a firm.
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59
The higher the contribution margin, the lower the accounting break-even point.
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60
Fixed costs are equal to zero when production is zero.
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61
The higher the degree of operating leverage, the lower the break-even point, regardless of how it's
measured.
measured.
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62
The higher the degree of operating leverage, the more the danger from forecasting risk.
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63
A project with a high degree of operating leverage has a high forecasting risk.
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64
Fixed costs are constant for a given period of time.
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65
The higher the degree of operating leverage, the higher the break-even point, regardless of how it's
measured.
measured.
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66
A project with a low degree of operating leverage is capital intensive.
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67
Variable costs are equal to zero when production is zero.
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68
A project with a high degree of operating leverage has an initial cash outlay that is generally
relatively large in relation to the size of the project.
relatively large in relation to the size of the project.
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69
The option to wait is defined as the situation where operations are shut down for a period of time.
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70
Variable costs can be forecast with a high degree of certainty beforehand.
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71
All else the same, if a firm revises its production process to use more labour and less machinery, the
firm will have an increased degree of operating leverage.
firm will have an increased degree of operating leverage.
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72
The higher the degree of operating leverage, the lower is the risk of forecasting error.
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73
Variable costs change with the quantity of output produced.
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74
A firm that substitutes labour for machinery and equipment is said to be capital-intensive.
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75
A project with a high degree of operating leverage is capital intensive.
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76
A project with a high degree of operating leverage has relatively high variable costs.
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77
Capital intensive projects have a high degree of operating leverage.
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78
All else the same, if you decrease fixed costs, operating leverage will also decline.
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79
Degree of operating leverage (DOL) is equal to the percentage change in OCF divided by the
percentage change in sales quantity.
percentage change in sales quantity.
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80
The higher the degree of operating leverage, the greater is the risk of forecasting error.
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