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Question #1 I owe $4,200 on a credit card. The interest rate is 14.99%. I will...

Question #1 I owe $4,200 on a credit card. The interest rate is 14.99%. I will pay $80 each month until my balance is paid off. Create a spreadsheet for an amortization table for this loan. Submit your spreadsheet here, and then use it to answer the questions that follow.

Question #2 How many months will it take me to fully pay off my balance following this plan?

Question #3 How much does my last payment need to be to bring my final balance to exactly $0.00?

Question #4 How total interest will I end up paying according to this plan?

Question #5 Suppose that instead of $80 a month I am considering paying less. What is the least amount that my first monthly payment would need to be in order to avoid negative amortization?

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Answer #1

Q1: Please refer to amortisation schedule image below (answers highlighted in blue and formula in orange)

Q2: Number of months to make full payment = 85.91 months \approx 86 months

Q3: Last payment = $73.21 (86th Months opening balance + Interest = $72.31 + $0.9)

Q4: Total Interest = $2,673.21(sum of interest column)

Q5: $77

Total value owed Annual interest rate Monthly interest rate Monthly payment amount Number of months 4200 14.99% 1.25% 80 NPER

Amortisation schedule pictures:

246 38371 8777 Ba p 4|4|4|4|4|43333333333333333333 ng t 47 12 77 42 06 70 4 9 9 2 84 04 64 24 83-41 00 57 14 70 26 27 91 Int-

2,673.21 Opening Balance Interest Monthly payment Closing Balance -Opening balance Monthly interest -previous month rate Open

2,673.21 Opening Balance Interest Monthly payment Closing Balance Monthly interest closing balance balance -Given Monthly pay

2,673.21 Opening Balance Interest Monthly payment Closing Balance Monthly interest -previous month rate Opening closing balan

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