In: Finance
Goodweek expects the Super Tread to stay on market for a total of 4 years. The R&D costs and test marketing are sunk cost, which means they will not influence cash flow of the project.
The calculation of cash flows are as follows:
Equipment cost: Goodweek must initially invest $160 million in production equipment to make the Super Tread. This equipment can be sold for $65 million at the end of 4 years.
Depreciation cost: Modified Accelerated Cost Recovery System (MACRS) method has been used in calculating depreciation. According to the 7-year MACRS depreciation schedule and the initial investment, the depreciation of each year is:
1st yr: depreciation= 160m×0.1429=22.864m
2nd yr: depreciation= 160m×0.2449=39.184m
3rd yr: depreciation= 160m×0.1749=27.984m
4th yr: depreciation= 160m×0.1249=19.984m
year |
MACRS % |
Depreciation |
Book Value |
1 |
0.1429 |
22.864 |
137.136 |
2 |
0.2449 |
39.184 |
97.952 |
3 |
0.1749 |
27.984 |
69.968 |
4 |
0.1249 |
19.984 |
49.984 |
5 |
0.0893 |
14.288 |
35.696 |
6 |
0.0892 |
14.272 |
21.424 |
7 |
0.0893 |
14.288 |
7.136 |
8 |
0.0446 |
7.136 |
0 |
According to the data, we can calculate the OCF through the sales, costs and depreciation and so on.We can calculate the Sales and Costs with the data of unit price, sales volume, growth rate of each market and the inflation rate.
Revenue and variable cost:
Sales of the OME market:
1st year: Sales= 41×6.2m×4×11%=111.848m
2nd year: Sales= 41×6.2m×4×11%×(1+1%)(1+3.25%)×(1+2.5%)=119.54m
3rd year: Sales= 41×6.2m×4×11%×(1+1%)2
(1+3.25%)2×(1+2.5%)2 127.77m
4th year: Sales=
41×6.2m×4×11%×(1+1%)3(1+3.25%)3×(1+2.5%)3=136.57m
Costs of the OME markets:
1st year: Costs= 29×6.2m×4×11%=79.112m
2nd year: Costs= 29×6.2m×4×11%×(1+1%)(1+3.25%)×(1+2.5%)=84.56m
3rd year: Costs= 29×6.2m×4×11%×(1+1%)2 (1+3.25%)2×(1+2.5%)2=90.38m
4th year: Costs= 29×6.2m×4×11%×(1+1%)3(1+3.25%)3×(1+2.5%)3=96.61m
year |
1 |
2 |
3 |
4 |
sales unit |
2.728 |
2.7962 |
2.866105 |
2.937757625 |
price |
41 |
42.75 |
44.58 |
46.49 |
sales revenue |
111.848 |
119.53755 |
127.771 |
136.576352 |
variable cost/unit |
29 |
30.2412 |
31.53552 |
32.88524376 |
variable cost |
79.112 |
84.560443 |
90.38412 |
96.60887561 |
Sales of the replacement market:
1st year: Sales= 62×32m×8%=158.72m
2nd year: Sales= 62×32m×8%×(1+1%)(1+3.25%)×(1+2%)=168.81m
3rd year: Sales= 62×32m×8%×(1+1%)2 (1+3.25%)2×(1+2%)2=179.568m
4th year: Sales= 62×32m×8%×(1+1%)3(1+3.25%)3×(1+2%)3=191.011m
Costs of the replacement market:
1st year: Costs= 29×32m×8%=74.24m
2nd year: Costs= 29×32m×8%×(1+1%)(1+3.25%)×(1+2%)=78.94m
3rd year: Costs= 29×32m×8%×(1+1%)2 (1+3.25%)2×(1+2%)2=83.94m
4th year: Costs= 29×32m×8%×(1+1%)3(1+3.25%)3×(1+2%)3=89.26m
year |
1 |
2 |
3 |
4 |
sales unit |
2.56 |
2.6112 |
2.663424 |
2.71669 |
price |
62 |
64.65 |
67.42 |
70.31 |
sales revenue |
158.72 |
168.81408 |
179.568 |
191.0105 |
variable cost/unit |
29 |
30.2325 |
31.51738 |
32.8569 |
variable cost |
74.24 |
78.943104 |
83.94415 |
89.262 |
Total revenue and variable cost
Total revenue and variable cost calculations are:
year |
1 |
2 |
3 |
4 |
sales revenue |
270.568 |
288.35163 |
307.339 |
327.5868259 |
variable cost |
153.352 |
163.53019 |
174.385 |
185.9612625 |
Capital gain on salvage value: corporate tax will be applicable on capital gain. Salvage value will be adjusted for tax on capital gain. The calculation is:
Salvage value |
65 |
book value (at the end of four years) |
49.984 |
capital gain |
15.016 |
tax on capital gain (40%) |
6.0064 |
After tax capital gain |
58.9936 |
The OCF of the Goodweek Tires is:
Net Present Value (NPV): NPV of the project refer to total Present value (PV) of future cash flow +
Initial investment. Estimating NPV need to:
· Estimate timing and amount of future cash flows
· Discount rate
· And estimate initial cost
An acceptance criterion is: Accept if NPV > 0
In this case we have used 13.4% as the discount rate. Using the worksheet we get the OCF is:
Year |
1.00 |
2.00 |
3.00 |
4.00 |
sale revenue |
270.57 |
288.29 |
307.18 |
327.30 |
variable cost |
153.35 |
163.53 |
174.38 |
185.96 |
marketing costs |
43.00 |
44.40 |
45.84 |
47.33 |
depreciation |
22.86 |
39.18 |
27.98 |
19.98 |
income |
51.35 |
41.18 |
58.97 |
74.03 |
taxes |
20.54 |
16.47 |
23.59 |
29.61 |
Net Income |
30.81 |
24.71 |
35.38 |
44.42 |
OCF |
53.68 |
63.89 |
63.37 |
64.40 |
Using the worksheet we get the NPV is:
Year |
0.00 |
1.00 |
2.00 |
3.00 |
4.00 |
sale revenue |
270.57 |
288.29 |
307.18 |
327.30 |
|
variable cost |
153.35 |
163.53 |
174.38 |
185.96 |
|
marketing costs |
43.00 |
44.40 |
45.84 |
47.33 |
|
depreciation |
22.86 |
39.18 |
27.98 |
19.98 |
|
income |
51.35 |
41.18 |
58.97 |
74.03 |
|
taxes |
20.54 |
16.47 |
23.59 |
29.61 |
|
Net Income |
30.81 |
24.71 |
35.38 |
44.42 |
|
OCF |
53.68 |
63.89 |
63.37 |
64.40 |
|
initial investment |
-160.00 |
||||
Net working capital |
9.00 |
9.00 |
40.59 |
43.24 |
46.08 |
change in net working capital |
-9.00 |
-31.59 |
-2.66 |
-2.83 |
0.00 |
Salvage value |
65.00 |
||||
Salvage value After tax capital gain |
58.99 |
||||
cash flow |
-169.00 |
22.09 |
61.23 |
60.53 |
169.47 |
discounted CF |
-169.00 |
19.48 |
47.62 |
41.51 |
102.48 |
NPV=-169+19.48+47.26+41.51+102.48=42.09>0
Comment: if the project NPV is positive, we will accept the project
Pay Back Periods: This refer to the amount of time (in years, month, etc) required to recover the initial cost.
year |
1 |
2 |
3 |
4 |
opening balance from investment |
169 |
146.91 |
85.68 |
25.14 |
cash flow |
22.09 |
61.23 |
60.53 |
169.47 |
ending balance |
146.91 |
85.68 |
25.14 |
-144.33 |
The PBP of this new product will be :2+(25.14/169.47)=3.14years
Discounted payback period: this method accounts for the time value by discounting the cash flows by the discount rate.
year |
1 |
2 |
3 |
4 |
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