Blue Excavating Inc. is purchasing a bulldozer. The equipment has a price of $95,100. The manufacturer has offered a payment plan that would allow Blue to make 11 equal annual payments of $13,321.27, with the first payment due one year after the purchase.
Blue could borrow $95,100 from its bank to finance the purchase at an annual rate of 7%. Should Blue borrow from the bank or use the manufacturer’s payment plan to pay for the equipment? Manufacturer's rate?
Calculation of manufacturer rate | |||||||
Period | Cash flow | ||||||
0 | -95,100.00 | ||||||
1 | 13321.27 | ||||||
2 | 13321.27 | ||||||
3 | 13321.27 | ||||||
4 | 13321.27 | ||||||
5 | 13321.27 | ||||||
6 | 13321.27 | ||||||
7 | 13321.27 | ||||||
8 | 13321.27 | ||||||
9 | 13321.27 | ||||||
10 | 13321.27 | ||||||
11 | 13321.27 | ||||||
IRR | 8.00% | ||||||
This is calculated in excell function as per manual formula of IRR = | |||||||
(FV/PV)1/N - 1 = ($ 95,100/$13321.27)1/11 -1 = 8% and there are also other formula | |||||||
like trial and error method you can calculate by any method the result will came same | |||||||
Since rate calculated for manufacturer is 8% as per IRR method which is more than | |||||||
Bank rate of 7%, therefor Blue should borrow the money from bank to purchase the | |||||||
bulldozer. |
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