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Hillier Hillier
wrote...
Posts: 550
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6 years ago
Big Printing Inc. is repaying a loan of $37 300.00 by making payments of $2300.00 at the end of every three months. If interest is 3.5% compounded monthly, construct an amortization schedule showing the total paid and the total cost of the loan. What is the total interest paid and cost of the loan?
Textbook 
Contemporary Business Mathematics with Canadian Applications

Contemporary Business Mathematics with Canadian Applications


Edition: 11th
Authors:
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Replies
wrote...
6 years ago
p = 0.88%
Loan Amortization Schedule (done in Excel):
   Amount Paid   Interest Paid   Principal Repaid   Outstanding Principal Balance
0            $37,300.00
1   $2,300.00   $327.33   $1,972.67   $35,327.33
2   $2,300.00   $310.02   $1,989.98   $33,337.34
3   $2,300.00   $292.55   $2,007.45   $31,329.90
4   $2,300.00   $274.94   $2,025.06   $29,304.83
5   $2,300.00   $257.17   $2,042.83   $27,262.00
6   $2,300.00   $239.24   $2,060.76   $25,201.24
7   $2,300.00   $221.15   $2,078.85   $23,122.39
8   $2,300.00   $202.91   $2,097.09   $21,025.31
9   $2,300.00   $184.51   $2,115.49   $18,909.81
10   $2,300.00   $165.94   $2,134.06   $16,775.76
11   $2,300.00   $147.22   $2,152.78   $14,622.97
12   $2,300.00   $128.32   $2,171.68   $12,451.30
13   $2,300.00   $109.27   $2,190.73   $10,260.57
14   $2,300.00   $90.04   $2,209.96   $8,050.61
15   $2,300.00   $70.65   $2,229.35   $5,821.26
16   $2,300.00   $51.08   $2,248.92   $3,572.34
17   $2,300.00   $31.35   $2,268.65   $1,303.69
18   $1,315.13   $11.44   $1,303.69   $0.00

Total Interest paid = $3115.13
Total cost of the loan = $37300+$3115.13 = $40 415.13
Hillier Author
wrote...
6 years ago
Correct, thank you
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