A) initial cash outlay = cost of new machine - the sale value of old machine
= 1,200,000 - 265,000
= $935,000
B) Depreciation table
Year | New depreciation | old depreciation | Change in depreciation |
1 | 208,000 | 110,000 | 208,000 - 110,000 = 98,000 |
2 | 332,800 | 110,000 | 332,800 - 110,000 = 222,800 |
3 | 197,600 | 110,000 | 197,600 - 110,000 = 87,600 |
4 | 124,800 | 110,000 | 124,800 - 110,000 = 14,800 |
5 | 114,400 | 110,000 | 114,400 - 110,000 = 4,400 |
Note :-1) depreciation for old machine is given in thr question as 110,000 per year.
2) to calculate depreciation gor new machine , we first have to subtract the salavage value from from the the value and then use MACRS depreciation rate .
C) incremental cash flow
Year | 1 | 2 | 3 | 4 | 5 |
Revenue | 210,000 | 210,000 | 210,000 | 210,000 | 210,000 |
(-) Depreciation | (208,000) | (332,800) | (197,600) | (124,800) | (114,400) |
EBT | 2,000 | (122,800) | 12,400 | 85,200 | 95,600 |
(-)Tax ( 35%) | (700) | (42,980) | (4,340) | (29,820) | (33,460) |
Net income | 1,300 | (165,780) | 8,060 | 55,380 | 62,140 |
+ depreciation | 208,000 | 333,800 | 197,600 | 124,800 | 114,400 |
Incremental cash flow | 209,300 | 168,020 | 205,660 | 180,180 | 176,540 |
D)Npv of new machine = - 253,114.57
Calculate Npv using financial calculator .
Input: C0 = -935,000 , C1= 209,300 , C2= 168,020 , C3= 205,660 , C4= 180,180 , C5= 176,540
I = 12% , Npv = compute
As the Npv of the new machine is negative , we should not purchase the machine.
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