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Problem 5-49 Amortization Schedule (LG9) Create the amortization schedule for a loan of $14,000, paid monthly...

Problem 5-49 Amortization Schedule (LG9)

Create the amortization schedule for a loan of $14,000, paid monthly over three years using a 9 percent APR. (Round your answers to 2 decimal places.)

  

Month Beginning
Balance
Total
Payment
Interest
Paid
Principal
Paid
Ending
Balance
1               
2               
3               
4               
5               
6               
7               
8               
9               
10               
11               
12               
13               
14               
15               
16               
17               
18               
19               
20               
21               
22               
23               
24               
25               
26               
27               
28               
39               
30               
31               
32               
33               
34               
35               
36               

Solutions

Expert Solution

Prinicipal amount of the loan                      14,000 Enter borrowed amount, NOT drawndown amount
Interest rate per annum 9.00% Enter interest rate per annum
Periods per annum                             12 Enter the frequency of payment (e.g 12 for monthly, 4 for quarterly)
Interest rate per period 0.75% Formula linked, no entry required
No. of years of the loan                               3 Enter the agreed upon tenor of loan (in years)
No. of instalments                             36 Formula linked, no entry required
Month Beginning balance Total Payment Interest paid Principal paid Ending balance
                1 $14,000.00 $445.20 $105.00 $340.20 $13,659.80
                2 $13,659.80 $445.20 $102.45 $342.75 $13,317.06
                3 $13,317.06 $445.20 $99.88 $345.32 $12,971.74
                4 $12,971.74 $445.20 $97.29 $347.91 $12,623.83
                5 $12,623.83 $445.20 $94.68 $350.52 $12,273.31
                6 $12,273.31 $445.20 $92.05 $353.15 $11,920.17
                7 $11,920.17 $445.20 $89.40 $355.80 $11,564.37
                8 $11,564.37 $445.20 $86.73 $358.46 $11,205.91
                9 $11,205.91 $445.20 $84.04 $361.15 $10,844.76
              10 $10,844.76 $445.20 $81.34 $363.86 $10,480.89
              11 $10,480.89 $445.20 $78.61 $366.59 $10,114.30
              12 $10,114.30 $445.20 $75.86 $369.34 $9,744.97
              13 $9,744.97 $445.20 $73.09 $372.11 $9,372.86
              14 $9,372.86 $445.20 $70.30 $374.90 $8,997.96
              15 $8,997.96 $445.20 $67.48 $377.71 $8,620.25
              16 $8,620.25 $445.20 $64.65 $380.54 $8,239.70
              17 $8,239.70 $445.20 $61.80 $383.40 $7,856.30
              18 $7,856.30 $445.20 $58.92 $386.27 $7,470.03
              19 $7,470.03 $445.20 $56.03 $389.17 $7,080.86
              20 $7,080.86 $445.20 $53.11 $392.09 $6,688.77
              21 $6,688.77 $445.20 $50.17 $395.03 $6,293.74
              22 $6,293.74 $445.20 $47.20 $397.99 $5,895.74
              23 $5,895.74 $445.20 $44.22 $400.98 $5,494.77
              24 $5,494.77 $445.20 $41.21 $403.99 $5,090.78
              25 $5,090.78 $445.20 $38.18 $407.02 $4,683.76
              26 $4,683.76 $445.20 $35.13 $410.07 $4,273.70
              27 $4,273.70 $445.20 $32.05 $413.14 $3,860.55
              28 $3,860.55 $445.20 $28.95 $416.24 $3,444.31
              29 $3,444.31 $445.20 $25.83 $419.36 $3,024.95
              30 $3,024.95 $445.20 $22.69 $422.51 $2,602.44
              31 $2,602.44 $445.20 $19.52 $425.68 $2,176.76
              32 $2,176.76 $445.20 $16.33 $428.87 $1,747.89
              33 $1,747.89 $445.20 $13.11 $432.09 $1,315.80
              34 $1,315.80 $445.20 $9.87 $435.33 $880.47
              35 $880.47 $445.20 $6.60 $438.59 $441.88
              36 $441.88 $445.20 $3.31 $441.88 -$0.00
The formula to calculate the 1st month total payment = =-PMT($E$5,$E$7,$E$2)
The formula to calculate the 1st month interest paid = =C11*$E$5

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