35 questions
If interest rates are currently 5 per cent then the NPV of $100 received at the end of two years will be $95
True
False, it will be less
False, it will be more
This cannot be determined
NPV will be positive if
companies work hard to get a good rate of return
discounted cash flows equal or exceed initial investment
money is paid back on time
discounted cash flows are less than initial investment
The following cash flows describe an investment.
Yr 0: (30,000)
Yr 1: 8,000
Yr 2: 6,000
Yr 3: 7,500
Yr 4: 10,500
Yr 5: 13,000
Select the answer which has the correct NPV, based on a discount rate of 11%.
The formula for Present Value is :
PV = FV/(1+r)
FV = PV/(1+r)
PV = FV/(1+r)n
FV = (1+r)/PV
The "time value of money" means that
money paid out today less value than if the money is paid out in the future
money received today is worth more than the same amount of money received in the future
the more time a person has to save, the lower the return on the money
the longer money is held, the less likely it will be spent
Process of changing future value to the present value known as
Compounding
Discounting
Simple interest
Principal
To calculate the remaining months, which calculation for Payback is correct?
Payback in months = (Income required to reach payback / Income generated in the payback year) ×12
Payback in years = (Income required to reach profit / Income generated in the payback month) ×12
Payback in months = (Costs in payback year / Income generated in the payback year) ×12
Payback in years = (Costs in payback month / Costs generated in the payback year) ×12
The initial investment is 5,000. In the first year the firm paid back 1,000 in the second year 2,000 and the third year 3,000. Calculate the payback period
2 years
3 years
3 years 4 months
2 years 8 months
Disadvantages of NPV are...
Predicting the likely future inflation level can be difficult
NPV makes the opportunity cost of different projects very unclear
NPV does not take into consideration the impact of inflation on the value of money over a time period
Deciding on an appropriate discounting factor is complex
The initial investment is £5,000. In the first year the firm paid back £1,000 in the second year £2,000 and the third year 3,000. Calculate the payback period
2 years
3 years
3 years 4 months
2 years 8 months
A manufacturing firm is considering investing £ 500,000 in new machinery. The equipment is expected increase the firm's cash flow by £ 150,000 per year.
After 1 year, the cash flow will be £ 150,000.
After 2 years, the cash flow will be £ 300,000.
After 3 years, the cash flow will be £ 450,000
Payback is 3yrs 4 months
Payback is 2yrs 4months
Payback is 3yrs 8months
Payback is 3yrs 9months
The Initial Outlay is £100 000 what is the ARR for Project A?
16.5%
20%
16.67%
6.67%
The Initial Outlay is £100 000 what is the ARR for Project B?
7%
16%
16.67%
6.67%
The Initial Outlay is £100 000 what is the ARR for Project C?
30%
3%
2.96%
29.6%
Using the data in Table 3 calculate the NPV
£60m
£65m
£61.8m
£61.4m
Using the data in Table 3 calculate the Payback
2 years 3months
2 years 6.2months
2 years 7months
2years 6.4months
Using the provided information calculate the ARR
15.4%
15.6%
15.3%
15.8%
Using the information calculate the payback
£29.6m
£30m
£29.2m
£30m
Using the information calculate the NPV
2yrs 13weeks
2yrs 10weeks
2yrs 12weeks
2yrs 14weeks
Using the information calculate the ARR
13%
38%
52%
46%
Using the information calculate the Payback
4yrs and 1.24months
3yrs
3yrs and 2months
3yrs and 1.24months