In other​ words, if you borrow​ $100, you must pay back​ $117.55 two weeks later. If you​ can’t pay it back in two​ weeks, the PayDay lender will let you borrow what you owe​ ($117.55 ; principal of​ $100 and interest of​ $17.55), again at the rate of​ 17.55% for a two week loan. You can keep doing​ this- tacking on interest to principal every two​ weeks- until you have sufficient funds to payback the loan in full.    A. What is the APR of the loan?   B. What is the EAR of the loan?   C. Suppose you​ can’t pay back the loan for three months​ (12 weeks). How much will you owe at the end of three​ months?   D. What is the 3 month​ (12 week) interest rate that you end up​ paying?

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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PayDay loans are one form of financing that consumers can use when they have insufficent cash to pay bills. Borrowers often​ can't access other methods of​ financing, because of a poor credit score​ (credit card) or lack of homeownership​ (home equity​ loans). States often have laws to limit the amount that PayDay lenders can charge for these​ short-term loans. For​ example, the state of Alabama has a law that limits the finance charge or interest rate to​ 17.55% for a​ two-week loan of​ $100. In other​ words, if you borrow​ $100, you must pay back​ $117.55 two weeks later. If you​ can’t pay it back in two​ weeks, the PayDay lender will let you borrow what you owe​ ($117.55 ; principal of​ $100 and interest of​ $17.55), again at the rate of​ 17.55% for a two week loan. You can keep doing​ this- tacking on interest to principal every two​ weeks- until you have sufficient funds to payback the loan in full. 
 
A. What is the APR of the loan?
 
B. What is the EAR of the loan?
 
C. Suppose you​ can’t pay back the loan for three months​ (12 weeks). How much will you owe at the end of three​ months?
 
D. What is the 3 month​ (12 week) interest rate that you end up​ paying?
 
E. 
    
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