On September 30, an inn invested $21,750 in a short-term investment of 207 days. An investment of this length earns 1.3% p.a How much will the investment be worth at maturity? The investment be worth S at maturity (Round to the nearest cent as needed)

On November 7, 2020 a sum of $41,200.00 was deposited into an account. What would be the future value of this sum of money on March 18, 2024, if the interest rate is 3.09% compounded monthly. (1year = 365days) Round the value for FV to two decimal places. P/Y= = I/Y = PV = $ % C/Y = PMT = $ DBD = FV = $ days

Assume an investment of $100,000 is made today and is expected to earn a quoted interest rate of 9.20%. Compute the future value of the initial investment after 5 years (Column B), 25 years (Column C), and 45 years (Column D) at each compounding frequency in Column A (annual, semiannual, monthly, daily, and continuous). (A) (B) (C) (D) Frequency (m) FV (5 Years) FV (25 Years) FV (45 Years) 1 2 12 365 ∞

If an investment grew to $15,000 in 2 years and the interest amount earned was $1,000, calculate the nominal interest rate compounded monthly.

1.An investment that has a maturity value of $3,400 and is discounted 5 years and 6 months before maturity at 4.80% compounded semi-annually. a. Calculate the discounted value of the investment. $0.00 Round to the nearest cent b. Calculate the amount by which the money is discounted.

Assume that $105.04 invested today will grow to $2,639.23 at the end of 38 quarters. Given this info, determine the effective annual interest rate being earned on this investment.

Calculate the balance and interest on an investment of $2 000 with a rate of 3.4% that is left for 3 years for the following compounded terms: Annually (n=1) Semi-annually (n=2) Quarterly (n=4) Monthly (n=12) Daily (n=365)

An investment of $2329.58 earns interest at 3.9% per annum compounded quarterly for 4 years. At that time the interest rate is changed to 15% compounded monthly. How much will the accumulated value be 3 years after the change? The accumulated value is $☐ (Round the final answer to the nearest cent as needed. Round all intermediate values to six decimal places as needed.)

what will be the balance of an investment after a period of 9 years assuming an initial deposit of $2300, annual investment returns of 4.0% during the first 5 years, followed by annual returns of 3.1% for the remainder of the period? Consider no additional annual withdrawals or deposits during the period

am.112.