Question

In: Finance

Borrow $85,000 at a rate if 9% annual with weekly compounding. What’s the EAR? 1. 9.38%...

Borrow $85,000 at a rate if 9% annual with weekly compounding. What’s the EAR?

1. 9.38%

2. 9%

3. 9.41%

4. 8.62%

Solutions

Expert Solution

EAR=[(1+APR/m)^m]-1
where m=compounding periods

=[(1+0.09/52)^52]-1

which is equal to

=9.41%(Approx)


Related Solutions

You are offered an investment with a quoted annual interest rate of 11% with weekly compounding...
You are offered an investment with a quoted annual interest rate of 11% with weekly compounding of interest. What is your effective annual interest rate? 10.71% 11.36% 11.61% 12.00% 11.00% You are valuing an investment that will pay you nothing the first two years, $21,000 the third year, $23,000 the fourth year, $27,000 the fifth year, and $33,000 the sixth year (all payments are at the end of each year). What is the value of the investment to you now...
If the APR is 8% and compounding is weekly, what is (a) the periodic rate and...
If the APR is 8% and compounding is weekly, what is (a) the periodic rate and (b) the EAR? Can you explain step by step, how to understand the question?
An investment with weekly compounding has an effective rate of 0.123. The nominal rate is:
An investment with weekly compounding has an effective rate of 0.123. The nominal rate is:
1.a The annual interest rate is 8% with annual compounding. Please calculate effective annual rate, effective...
1.a The annual interest rate is 8% with annual compounding. Please calculate effective annual rate, effective semi-annual rate, effective quarterly rate, effective monthly rate, effective weekly rate (1 year = 52 weeks), effective daily rate (1 year = 365 days). 1.b The annual interest rate is 8% with monthly compounding. Please calculate effective monthly rate, effective annual rate, effective semi-annual rate, effective quarterly rate.
What is the difference between the annual percentage rate (APR) and the effective annual rate (EAR)?...
What is the difference between the annual percentage rate (APR) and the effective annual rate (EAR)? Which rate do you believe is more relevant for financial decisions and why?
Explain the difference between the Annual Percentage Rate (APR) and the Effective Annual Percentage Rate (EAR).
Explain the difference between the Annual Percentage Rate (APR) and the Effective Annual Percentage Rate (EAR).What would cause the EAR to be greater than the APR?When would the APR and EAR be the same?Can the APR ever be greater than the EAR?
If you have quarterly rate (periodic rate) and want to calculate an EAR (effective annual rate),...
If you have quarterly rate (periodic rate) and want to calculate an EAR (effective annual rate), is it a simple multiplication problem? t or f
You borrow $10,000 on 1/1/2020, at the annual interest rate of 4%, and will repay in...
You borrow $10,000 on 1/1/2020, at the annual interest rate of 4%, and will repay in 10 annual installments, beginning on 12/31/2020, and continuing at the end of each year for subsequent years.  The installments are not level, but will increase at an annual rate of 3% with the first payment of $x.  Thus, the second payment will be $x(1.03), the third payment will be $x(1.03)2, etc. (a)        Calculate $x. (b)       What is the total amount of payments?  (Just add the payments, without interest.) (c)        What...
1.Can effective rate be greater than the nominal rate? (Given the following notation: annual compounding: M=1,...
1.Can effective rate be greater than the nominal rate? (Given the following notation: annual compounding: M=1, semiannual compounding: M=2) A. Yes, only when M=1 B. Yes, only when M>1 C. Yes, only when M>2 D. No, effective rate equals the nominal rate regardless of M values E. None of the above 2. Sue now has $125. How much would she have after 8 years if she leaves it invested at 8.0% with annual compounding? A. $205 B. $216 C. $231...
(a) Calculate the effective annual rate (EAR) for each, given the nominal rate of 12% (APR)...
(a) Calculate the effective annual rate (EAR) for each, given the nominal rate of 12% (APR) and the following compounding frequencies: (I) quarterly (II) monthly (III) daily. (b) Calculate the nominal rate (APR) for each, given the effective annual rate of 12% (EAR) and the following compounding frequencies: (I) quarterly (II) monthly (III) daily. (c) Calculate the periodic rate in percent for each, given the nominal rate of 12% (APR) and the following compounding frequencies: (I) quarterly (II) monthly (III)...
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT