You are about to begin your last year of college, in 12 months you will be a graduate engineer. You have studied hard the last three years and now intend to "have some fun" this last year. You know that your Grandpa will give you a fat check at your graduation, but you need some money now for the fun you plan to have, so you ask your "friend" Billy to lend you $2,000 which you will pay back in 13 months. Billy agrees to lend you the money but wants to charge an APR of 25% to be compounded monthly. 1. How much will the availability of the $2,000 for 13 months cost? How much you will have to pay back at the end of the 13th month? 2. Show the cash flow of this transaction 3. Show the distribution of debt over the 13 months period

Essentials Of Investments
11th Edition
ISBN:9781260013924
Author:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.
Publisher:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.
Chapter1: Investments: Background And Issues
Section: Chapter Questions
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You are about to begin your last year of college, in 12 months you will be a graduate engineer. You have
studied hard the last three years and now intend to "have some fun" this last year. You know that your
Grandpa will give you a fat check at your graduation, but you need some money now for the fun you
plan to have, so you ask your "friend" Billy to lend you $2,000 which you will pay back in 13 months. Billy
agrees to lend you the money but wants to charge an APR of 25% to be compounded monthly.
1. How much will the availability of the $2,000 for 13 months cost? How much you will have to pay
back at the end of the 13th month?
2. Show the cash flow of this transaction
3. Show the distribution of debt over the 13 months period
Transcribed Image Text:You are about to begin your last year of college, in 12 months you will be a graduate engineer. You have studied hard the last three years and now intend to "have some fun" this last year. You know that your Grandpa will give you a fat check at your graduation, but you need some money now for the fun you plan to have, so you ask your "friend" Billy to lend you $2,000 which you will pay back in 13 months. Billy agrees to lend you the money but wants to charge an APR of 25% to be compounded monthly. 1. How much will the availability of the $2,000 for 13 months cost? How much you will have to pay back at the end of the 13th month? 2. Show the cash flow of this transaction 3. Show the distribution of debt over the 13 months period
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