Your client invested $10,000 in an interest bearing promissory note earning an 11% annual rate of interest, compounded monthly. How much will the note be worth at the end of 7 years, assuming that all interest is reinvested at the 11% rate?
$20,079.20 |
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$21,152.00 |
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$22,281.40 |
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$21,522.04 |
Your client invested $10,000 in an interest bearing promissory note earning an 11% annual rate of...
1. Calculate the compound amount when S1500 is deposited in an account earning an annual interest rate of 5%, compounded monthly, for 18 months. 2, How much money should be invested in an account that earns 6% annual interest, com- pounded monthly, in order to have $15, 000 in 5 years? 3. How much interest is earned on a $2000 deposit for 2 years at a 0.12% monthly interest rate. compounded daily?
113/2020 Chapter 10-A 17. A non-interest bearing promissory note for $1250.00 was discounted at 4% p.a. compounded semi-annualy. If the proceeds of the note were $1131.00, how long before the due date was the note discounted? State your answer in years and months (from 0 to 11 months). The note was discounted year(s) and month(s) before the due date.
Question 7 If A, dollars are invested at annual interest rate r, compounded monthly, then after years the account will have grown to 12: A) = A 1 + 12 If $3000 is placed into an account eaming 10% annual interest, compounded monthly, how much will it grow to after 10 years? (1-2) $6607.30 $8121.12 $8230.43 $6944.62
If $3500 is invested in an account earning 11% annual interest compounded continuously, then the number of years that it takes for the amount to grow to $7000 is In 2 0.11 Find the number of years The approximate number of years for the amount to grow to $7000 is years. (Do not round until the final answer. Then round to the nearest tenth as needed.)
(1 point) If you invest $2,766.13 in an account earning an annual interest rate of 2.921% compounded weekly, how much will be in your account after 5 years? After 11 years? After 5 years: (Note: Your answer should include a dollar sign and be accurate to two decimal places) After 11 years: (Note: Your answer should include a dollar sign and be accurate to two decimal places)
(1 point) If you invest $1,890.54 in an account earning an annual interest rate of 3.389% compounded semiannually, how much will be in your account after 2 years? After 10 years? After 2 years: (Note: Your answer should include a dollar sign and be accurate to two decimal places) After 10 years: (Note: Your answer should include a dollar sign and be accurate to two decimal places) (1 point) If you invest $1,890.54 in an account earning an annual interest...
Red Company invested $20,000 in a fund that was earning interest at a rate of 4.00% compounded semi-annually. After 3 years and 6 months, the company transferred these funds to another investment that was earning interest at 4.50% compounded monthly. a. What is the balance in the fund at the end of 3 years and 6 months? Round to the nearest cent b. What is the balance in the fund at the end of 6 years (from the initial investment)?...
If $10,000 is invested in a money market account that earns an annual rate of interest of r, and interest is compounded weekly, then after 10 years the future value ( FV ) of the initial investment is given by the formula FV = 10,000[1+ r/ 52 ] ^ 520. (a) How does the future value change with the annual rate of interest? (b) Derive the elasticity of the future value with respect to the annual rate of interest? (c)...
How much will $20,000 invested today at 3 percent interest be worth in 5 years if it is compounded annually? How much will it be worth in 5 years if compounded monthly? Value Today- Rate- Number of years- Months per year- Compounding periods- Rate per quarter- Annual FV- Monthly FV-
You placed $6,011 in a savings account today that earns an annual interest rate of 12.46 percent, compounded semiannually. How much will you have in this account at the end of 11 years? Assume that all interest received at the end of the period is reinvested the next period. Round the answer to two decimal places. nal places. Your Answer: