What is the EAR of a 6-month account that pays an APR of 4.3%?
Effective annual rate is calculated using the below formula:
EAR= (1+r/n)^n-1
Where r is the interest rate and n is the number of compounding periods in one year.
EAR= (1+0.0430/2)^2 -1
= 1.0435 -1
= 0.0435*100
= 4.35%.
Therefore, the effective annual rate of a 6 month account is 4.35%.
2 (APR and EAR): A T-bill
pays $10,000 at maturity in 1 month. Its current price is $9900.
What are the HPR? APR? and EAR?
6. You proposed a portfolio for your client with 70% in Apple Inc. stock and 30% in Vanguard Global Equity Fund (mutual fund, ticker:VHGEX). Five weeks have passed, and you have the following statistics for the two assets and want to deliver a performance report to the client regarding portfolio performance on a weekly basis....
25. You have an outstanding loan with an EAR of 10.5 percent. What is the APR if interest is compounded monthly? 26. Curtis Builders is borrowing $150,000 today for 5 years. The loan is an interest-only loan with an APR of 9.5 percent. Payments are to be made annually. What is the amount of the first annual payment? 27. What is the future value of a lump sum of $100,000 invested for 6 years at an annual return of 4.0%...
Which do you prefer : a bank account that pays 4.5% per year (EAR) for three years or a) An account that pays 2.5% every 6 months for three years? b) An account that pays 6.5% every 18 months for three years? c) An account that pays that pays 0.42% per month for three years? (Note: compare your current bank EAR with each of the three alternative accounts. Be careful not to round any intermediate steps less than six decimal...
An young graduate invests $1,000 today in an account that pays 6% APR with monthly compounding. What is the future value of this one time investment in five years?
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.
Which do you prefer: a bank account that pays 5.7% per year (EAR) for three years or a. An account that pays 2.2% every six months for three years? b. An account that pays 7.1% every 18 months for three years? c. An account that pays 0.42% per month for three years? (Note: Compare your current bank EAR with each of the three alternative accounts. Be careful not to round any intermediate steps less than six decimal places.)
Which do you prefer: a bank account that pays 8% per year (EAR) for three years ora. An account that pays 4% every six months for three years? b. An account that pays 12% every 18 months for three years? c. An account that pays 0.8% per month for three years?
For a $1813 deposit, a bank offers two choices: Account A pays interest at an APR of 6.9%. Account B pays an APR of 3.5%, but pays a one-time bonus of $84 at the end of 2 years. What is the final value of account A minus the final value of account B?
what is the EAR for a 11.8% APR with continuous compounding?
Which do you prefer: a bank account that pays 5.7% per year (EAR) for three years or a. An account that pays 2.6 % every six months for three years? b. An account that pays 7.2% every 18 months for three years? c. An account that pays 0.28% per month for three years? (Note: Compare your current bank EAR with each of the three alternative accounts. Be careful not to round any intermediate steps less than six decimal places.) ...