The effective annual rate (EAR) | (1+i/n)^n-1 | ||
where i is the stated rate that is 15%. | |||
n is the number of compounding periods that is 4. | |||
EAR | (1+.15/4)^4-1 | ||
EAR | (1+.0375)^4-1 | ||
EAR | (1.0375)^4-1 | ||
EAR | 1.15865 - 1 | ||
EAR | 0.15865 | ||
The EAR is 15.865%. |
b) A bank is offering a special rate for Christmas shopping at 15% per annum compounded...
A bank is currently offering a savings account paying an interest rate of 9.10 percent compounded quarterly. It would like to offer another account, with the same effective annual rate, but compounded monthly. What is the equivalent rate compounded monthly? Equivalent rate ______%
Problem#3: What is the quarterly compounded rate per annum that is equivalent to 10% per annum compounded continuously? (a) 10.254% (b) 10.126% (c) 10% (d) 9.531% (e) 2.5315% (f) 1.253% (g) 9.758%
3a (ii) A savings and loan offers a 6.5% rate per annum compounded daily over 365 days per year. What is the effective annual rate? [2 Marks 3h (i) Draw a noch dinaram for the following transaction:
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$5,000 is deposited today into a bank account. The account earns 2.8% per annum compounded half yearly for the first 6 years, then 7.2% per annum compounded quarterly thereafter. Assuming no further deposits or withdrawals are made, Calculate the account balance 10 years from today.
/as.. You are considering three alternative investments: A three-year bank CD paying 7.72 percent compounded quarterly. Calculate effective annual interest rate (EAR)? (Round answer to 2 decimal places, eg. 15.25%) Effective annual rate A three-year bank CD paying 7.52 percent compounded monthly. Calculate effective annual interest rate (EAR)? (Round answer to 2 decimal places, eg. 15.25%K) Effective annual rate A three-year bank CD paying 8.02 percent compounded annually. Calculate effective annual interest rate (EAR)? (Round answer to 2 decimal places,...
$2,000 is deposited today into a bank account. The account earns 4.3% per annum compounded quarterly for the first 4 years, then 6.3% per annum compounded monthly thereafter. Assuming no further deposits or withdrawals are made, (a) Calculate the account balance six months from today. (b) Calculate the account balance 4 years from today. (c) Calculate the account balance 4.25 years from today. (d) Calculate the account balance 13 years from today.
$5,000 is deposited today into a bank account. The account earns 4.5% per annum compounded half yearly for the first 6 years, then 4.8% per annum compounded quarterly thereafter. Assuming no further deposits or withdrawals are made, (a) Calculate the account balance six months from today. (b) Calculate the account balance 6 years from today. (c) Calculate the account balance 6.5 years from today. (d) Calculate the account balance 10 years from today.
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