Convert 12% annual rate, compounded weekly into simple annual rate
Assuming 52 weeks a year, the simple interest rate, (equivalent to annual rate of 12% compounded weekly) is 12.73410% calculated as follows:
Convert 15% simple annual rate into annual rate, compounded semi-annually
he quoted annual interest rate compounded weekly, which is equivalent to a stated rate of 12% with monthly compounding, is about: Question 20 options: Not enough information. 13.81% 18.26% 13.00% 11.95%
if the annual percentage rate is 13% compounded weekly. Given the EAR of 13.86%, what is the future value of $2,000 invested at an annual percentage rate of 13% compounded weekly for 7 years?
Convert 3% simple monthly rate into simple annual rate
What is the effective annual rate if the annual percentage rate is 13% compounded weekly? Enter your answer as a percentage rounded to two decimal places. Do not include the percentage sign in your answer. Enter your answer below.
What is the effective annual rate for a simple rate of 10%, compounded semiannually? Compounded quarterly? Compounded daily?
for Weekly an interest rate 11% per year compounded calculate the annual effective interest rate that the number of weeks in any year is 52 assuming
Determine (within one basis point) the nominal annual interest rate (APR) compounded weekly which is equivalent to a nominal annual rate (APR) of 7.3%/year compounded quarterly, (Indicate your answer as a percentage without the symbol: for instance, if your answer is 10%/year, then simply write 10.)
Compare simple and compound interest (compounded annually) on a principal of $25,000 at an annual rate of 4%. Find the number of years it takes for the the difference of the TOTAL using Simple interest and TOTAL using compound interest (compounded annually) to reach more than $1000.
a. For an interest rate of 100% per year compounded continuously, calculate the effective daily, weekly, monthly, quarterly, semiannually, and annually interest rates. b. An investor requires an effective return of at least 12% per year. What is the minimum annual nominal rate that is acceptable for continuous compounding?