Payday loans are very short-term loans that charge very high interest rates. You can borrow $200 today and repay $290 in two weeks. What is the compounded annual rate implied by this 45 percent rate charged for only two weeks? (Hint: Compound the 2-week return 26 times for the annual return.) (Do not round intermediate calculations and round your final answer to the nearest whole percent.)
Compounded annual rate ___________
Compounded annual rate=(1+rate)^m-1
where m=compounding periods[52 weeks/2=26]
=(1+0.45)^26-1
which is equal to
=1,568,702%(Approx).
Payday loans are very short-term loans that charge very high interest rates. You can borrow $200...
Payday loans are very short-term loans that charge very high interest rates. You can borrow $500 today and repay $615 in two weeks. What is the compounded annual rate implied by this 23 percent rate charged for only two weeks? (Hint: Compound the 2-week return 26 times for the annual return.) (Do not round intermediate calculations and round your final answer to 2 decimal places.)
Problem 5-32 Compound Frequency (LG5-7) Payday loans are very short-term loans that charge very high interest rates. You can borrow $240 today and repay $300 in two weeks. What is the compounded annual rate implied by this 25 percent rate charged for only two weeks? (Hint: Compound the 2-week return 26 times for the annual return.) (Do not round intermediate calculations and round your final answer to 2 decimal places.) Compounded annual rateſ
Payday loans are very short-term loans that charge very high interest rates. You can borrow $200 today and repay $250 in two weeks. What is the compound annual rate implied by this 25 percent rate charged for only two weeks?
Payday loans are very short-term loans that charge very high interest rates. You can borrow $500 today and repay $550 in two weeks. What is the compound annual rate implied by this 10 percent rate charged for only two weeks?
Suppose you borrow $200 from a payday lender for one week at a weekly rate of 10%. You'll obviously owe $220 at the end of a week. If you are unable to repay the loan, however, the lender will say that you now owe not only $220 but also 10% of that $220 at the end of the second week. Under this scenario, it turns out that after n weeks of not repaying anything you would owe 200 × 1.1n...
Sarcosuchus Corporation offers very short-term loans to applicants with low credit ratings. They charge an interest rate of 0.03333 percent per hour. a. If you borrow $100 from Sarcosuchus, how much will you owe in one week? b. If you borrow $100 from Sarcosuchus, how much will you owe in one month (30 days)? c. What annual rate is Sarcosuchus charging? Hint: Convert the simple hourly rate of 0.03333 percent into simple annual rate.
Suppose you borrow $710 for a term of four years at simple interest with an APR of 3.51%. Determine the total you must pay back on the loan. - A particular payday loan company offers quick, short-term loans using the borrower's future paychecks as collateral. The loan company charges $17 for each $120 loaned for a term of 16 days. Find the APR charged by the payday loan company. Suppose you borrow $710 for a term of four years at...
A payday loan is structured to obscure the true interest rate you are paying. For example, in Washington, you pay a $26 "Yee" for a two-week $215 payday loan (when you repay the loan, you pay $241). What is the effective annual interest rate for this loan? (Assume 26 bi-weekly periods per year.) The effective annual interest rate is 1% (Round to wo decimal places.)
A payday loan is structured to obscure the true interest rate you are paying. For example, in Washington, you pay a $33"e" for a two week $210 payday loan (when you repay the loan you pay $243). What is the effective annual interest rate for this loan? (Assume 26 bi-weekly periods per year) The effective annual interest rate is 204.23% (Round to two decimal places.)
A payday loan is structured to obscure the true interest rate you are paying For example, in Washington, you pay a $30 "fee" for a two-week $205 payday loan (when you repay the loan, you pay $235). What is the effective annual interest rate for this loan? (Assume 26 bi-weekly periods per year) The effective annual interest rate is 1% (Round to two decimal places)