Please recall that Net Cash flow = Annual benefits - Annual Cost
Hence, Annual benefit = Net cash flow + Annual cost
The two terms on the right hand side of the above equation have been provided in the question. Hence we can calculate the left hand side of the equation by adding net cash flow to the annual cost. Please see the table below:
Description |
Company A |
Company B |
Company C |
Company D |
|
Initial Cost |
P |
450,000 |
119,000 |
560,000 |
200,000 |
Annual Cost |
Q |
900 |
12,000 |
23,000 |
9,000 |
Net cash flow |
R |
112,500 |
33,320 |
140,000 |
46,200 |
Annual benefit |
S=R+Q |
113,400 |
45,320 |
163,000 |
55,200 |
So, please fill your answers as below
Annual benefit of
Company A: 113400
Company B: 45320
Company C: 163000
Company D: 55200
Device from which company has the highest annual benefit?: C
-----------------------------
If a bid has to be rejected on the basis of IRR, reject the bid with least IRR. Company's D bid has least IRR of 5%.
FastBits should reject bid from which company based on the given individual IRR?: D
------------------------------
Understood (Y/N): Y
Step -1: Eliminate Company: D
We eliminate D upfront because its bid has the least IRR
Step -2:Rank Company 1-2-3: C-A-B
I have ranked on the basis of NPV at discount rate of 4%. Please see table below:
Year |
Linkage |
- |
1 |
2 |
3 |
4 |
5 |
NPV at 4% |
Cash flows of |
||||||||
Company A |
A |
(450,000) |
112,500 |
112,500 |
112,500 |
112,500 |
112,500 |
50,830 |
Company B |
B |
(119,000) |
33,320 |
33,320 |
33,320 |
33,320 |
33,320 |
29,335 |
Company C |
C |
(560,000) |
140,000 |
140,000 |
140,000 |
140,000 |
140,000 |
63,255 |
NPV has been calculated using NPV function in excel. For example, NPV of company A has been calculated as = -450,000 + NPV(4%,112500, 112500,112500, 112500,112500) = 50,830
Step-3
There is no step 3 in the question
Step-4
Let's have A - B as the first comparison. Please see the table below:
Year |
Linkage |
- |
1 |
2 |
3 |
4 |
5 |
NPV@4% |
NPV@10% |
Cash flows of |
|||||||||
Company A |
A |
(450,000) |
112,500 |
112,500 |
112,500 |
112,500 |
112,500 |
||
Company B |
B |
(119,000) |
33,320 |
33,320 |
33,320 |
33,320 |
33,320 |
||
Company C |
C |
(560,000) |
140,000 |
140,000 |
140,000 |
140,000 |
140,000 |
||
Company A - Company B |
A - B |
(331,000) |
79,180 |
79,180 |
79,180 |
79,180 |
79,180 |
21,495 |
(30,846) |
Company C - Company A |
C - A |
(110,000) |
27,500 |
27,500 |
27,500 |
27,500 |
27,500 |
12,425 |
(5,753) |
Please see the highlighted row above. Incremental cash flows for A - B have been calculated and then NPV of this series has been calculated at discount rate of 4% and 10%.
IRRA-B = Point interpolated between 4% and 10% = 4% + (10% - 4%) x [21,495 / (21,495 + 30,846)] = 6.5% which is greater than MARR of 4%. Hence select A over B.
Step -4 Incremental IRR first comparison: 6.5
Step-5 Remove company from selection: B
Repeat step 4 for second comparison
Consider C - A. Please see the table above once more, the last row. Incremental cash flows for C - A are given. NPV at 4% and 10% have been calculated, please see the last two columns.
IRRC-A = Point interpolated between 4% and 10% = 4% + (10% - 4%) x [12,425 / (12,425 + 5,753)] = 8.1% which is greater than MARR of 4%. Hence select C over A.
Repeat Step -4 Incremental IRR second comparison: 8.1
Repeat Step-5 Choose Company: C
Present worth method:
Present worth is NPV at MARR
Hence, PW of Company A's offer @ 4% = -450,000 + NPV(4%,112500, 112500,112500, 112500,112500) = 50,830
PW Company A: 50830
PW of Company B: 29335
PW of Company C: 63255
Thus Choose Company: C
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