Essentials Of Investments
Essentials Of Investments
11th Edition
ISBN: 9781260013924
Author: Bodie, Zvi, Kane, Alex, MARCUS, Alan J.
Publisher: Mcgraw-hill Education,
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Can you please calculate the assumption part and find:

1) What will be the monthly payment of Edward?

2) What will be the monthly payment amount of Jorge?

3) How much does Edward pays more than Jorge in simple calculation?

Please solve these by hand not excel. Thanks!

 

Your FICO score makes a big difference in how lenders determine what interest rate to charge you. Consider the situation faced by Edward and Jorge. Edward has a fairly poor FICO score of 660 and, as a result, pays 18.0% APR on the unpaid balance of his credit card. Jorge has a FICO score of 740 and pays only 7.3% APR on the unpaid balance of his credit card. If both persons carry an average balance of $3,000 on their credit cards for three years, how much more money will Edward repay compared with what Jorge owes (moral: you want a high FICO score)? Assume monthly compounding of interest.

Assume that Edward and Jorge make constant monthly payments for the next 36 months to pay it off. What will be the monthly payment amount for each? Also, in simple calculation (without regard to compounding), how much will Edward pay more than Jorge? For example, if A pays $500/mo for a year and B pays $400/mo for a year, A would be paying $1200 more in simple calculation.

Please solve the question and the assumption. Thanks!
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Transcribed Image Text:Your FICO score makes a big difference in how lenders determine what interest rate to charge you. Consider the situation faced by Edward and Jorge. Edward has a fairly poor FICO score of 660 and, as a result, pays 18.0% APR on the unpaid balance of his credit card. Jorge has a FICO score of 740 and pays only 7.3% APR on the unpaid balance of his credit card. If both persons carry an average balance of $3,000 on their credit cards for three years, how much more money will Edward repay compared with what Jorge owes (moral: you want a high FICO score)? Assume monthly compounding of interest. Assume that Edward and Jorge make constant monthly payments for the next 36 months to pay it off. What will be the monthly payment amount for each? Also, in simple calculation (without regard to compounding), how much will Edward pay more than Jorge? For example, if A pays $500/mo for a year and B pays $400/mo for a year, A would be paying $1200 more in simple calculation. Please solve the question and the assumption. Thanks!
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