A bank pays an interest of 8.1% for a 8 month term deposit. Calculate the amount that Stacy must invest to earn an interest of $519.64. (Calculate to the nearest cent eg. 123.45
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- a) You have a bank account that earns 6.8% interest rate. How much must you deposit (prinicipal) in order to have $4279 in your bank in 11 months? b) What is the interest rate?A bank pays an interest of 6.8% for a 6 month term deposit. Calculate the amount that Stacy must invest to earn an interest of $480.47. (Calculate to the nearest cent eg. 123.45) Answer:The following certificate of deposit (CD) was released from a particular bank. Find the compound amount and the amount of interest earned by the following deposit. $2500 at 6% compounded daily for 2 years. What is the compound amount? (Round to the nearest cent.)
- A person borrows $3,000 on a bank credit card at a nominalrate of 18% per year, which is actually charged at a rate of1.5% per month. a. What is the annual percentage rate (APR) for the card?(See Example 5.6.8 for a definition of APR.) b. Assume that the person does not place any additionalcharges on the card and pays the bank $150 eachmonth to pay off the loan. Let Bn be the balance owedon the card after n months. Find an explicit formulafor Bn . c. How long will be required to pay off the debt? d. What is the total amount of money the person will havepaid for the loan? If you could please answer b and d for me I put the other 2 questions there in cases they where somehow apart of b and dBank A pays 2% interest compoundedannually on deposits, while Bank B pays 1.75% compounded daily.a. Based on the EAR (or EFF%), which bank should you use?b. Could your choice of banks be influenced by the fact that you might want to withdraw your funds during the year as opposed to at the end of the year? Assume that your funds must be left on deposit during an entire compounding period in order to receive any interest.A person borrows $3,000 on a bank credit card at a nominalrate of 18% per year, which is actually charged at a rate of1.5% per month. d) What is the total amount of money the person will havepaid for the loan?
- It is now January 1, 2018. You will deposit $1,000 today into a savings account that pays 8 percent.a. If the bank compounds interest annually, how much will you have in your account on January 1, 2021?b. What would your January 1, 2021, balance be if the bank used quarterly compounding? c. Suppose you deposit $1,000 in 3 payments of $333.333 each on January 1 of 2019, 2020, and 2021.How much would you have in your account on January 1, 2021, based on 8 percent annual compounding?d. How much would be in your account if the 3 payments began on January 1, 2018? e. Suppose you deposit 3 equal payments in your account on January 1 of 2019, 2020, and 2021.Assuming an 8 percent interest rate, how large must your payments be to have the same ending balance asin part a?A bank charges 1 ½% per month on the unpaid balance for purchases made with its credit card. This is equivalent to what effective annual interest rate?The amount of simple interest on a deposit varies jointly with the principal and the time in days. If $17.85 is earned on a deposit of $3500 for 12 days, how much interest would be earned on a deposit of $3700 for 20 days? ... The deposit would earn S in interest. (Simplify your answer. Round to the nearest cent as needed.)
- For a $ 1,314 deposit, a bank offers two choices: Account "A" pays interest at an APR of 8.3%. Account "B" pays an APR of 3.8 %, but pays a one-time bonus of $80 at the end of 2 years. What is the final value of account "A" minus the final value of account "B'? Please calculate accurately and round the answer to four decimal places. Thank you.An investor makes a 15 year deposit of $57,632. The bank is paying an interest rate of 11% per year, compounding twice a year. Calculate "i" (interest rate per period) correct to 2 decimal places. Please do not enter "%" into your answer boxMichael have regular savings account with an available balance 5,000.00. How much net interest is earned by this deposit account for a month of the prevailing bank's interest rate is 0.5% per annum and the withholding tax is 20%.