EAR=(e)^APR-1
where e=2.71828
EAR=[(2.71828)^0.114]-1
which is equal to
=12.075%(Approx).
what is the EAR for a 11.4% APR with continuous compounding? express your answer as a...
what is the EAR for a 11.8% APR with continuous compounding?
What is the average EAR on an investment that earns a 6% APR with monthly compounding for five (5) years, followed by an 8% APR with quarterly compounding for an additional eight (8) years. Enter your answer as a percentage rounded to two (2) decimal places.
Calculate the EAR given the stated APR and compounding period: Stated Rate (APR, pct) Compounding Period EAR 6 quarterly ? A. 6.136 % B. 6.090 % C. 5.870 %
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EFFECTIVE ANNUAL RATE EAR = An interest rate that reflects annualizing with compounding figured in. EAR = (1 + APR/m)m - 1, where APR = Annual Percentage Rate and m = compounding frequency A loan is offered with monthly payments and a 10% APR. What is the loan’s Effective Annual Rate: EAR = ?
For nominal interest rate of compounding is continuous. Show your solution 3. %, effective annual interest rate will be 12% when 4. Under what conditions APR will be different from EAR? L. Shark is designing a new account that pays interest quarterly. They wish to pay effectively, a 16% per year on this account. L. Shark desires to advertise the annual percentage rate on this new account (and not the effective rate, since their competitors state their interest on an...
For nominal interest rate of compounding is continuous. Show your solution 3. %, effective annual interest rate will be 12% when 4. Under what conditions APR will be different from EAR? L. Shark is designing a new account that pays interest quarterly. They wish to pay effectively, a 16% per year on this account. L. Shark desires to advertise the annual percentage rate on this new account (and not the effective rate, since their competitors state their interest on an...
Question 3 10 pts An APR of 18% under monthly compounding gives an EAR of Note: Show your answer in units of percents, use plain numbers with at least two digits after the decimal (e.g., for 12.34%, type 12.34).
4.) An 99%APR with monthly compounding is closest to which of the following? A.an EAR of 11.2611.26% B.an EAR of 7.57.5% C.an EAR of 18.7618.76% D.an EAR of 9.389.38% 5.)A $52,000 loan is taken out on a boat with the terms 6% APR for 36 months. How much are the monthly payments on this loan?
Find the EAR for the stated rate (APR) of 12.4 percent compounded quarterly. (Enter your answer as a percentage, omit the "%" sign in your response, and round your answer to 2 decimal places. For example, 0.12345 or 12.345% should be entered as 12.35.)