What principal deposited 5 years ago will grow to $18,163.28 in 3 years and 8 months from now if money grows at 2.16% compounded quarterly? DO NOT ROUND INTERMEDIATE RESULTS. Report N accurate to at least 6 decimal places Report PV and FV as positive values to the nearest cent.
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- What principal deposited 3 years ago will grow to $40,463.09 in 2 years and 8 months from now if money grows at 2.34% compounded semi-annually? i need present vlaue and N for this.1) Determine how much is in each account on the basis of the indicated compounding after the specified years have passed; P is the initial principal, and r is the annual rate given as a percent. (Round your answers to the nearest cent.) P = $5000 and r = 3.1%, compounded annually (a) after 6 years$ (b) after 10 years$ (c) after 15 years$ (d) after 34 years$At the end of t years, the future value of an investment of $13,000 in an account that pays 9% APR compounded monthly is S=13,000(1 + 0.09 divided by 12) square root 12(t) dollars. Assuming no withdrawals or additional deposits, how long will it take for the investment to amount to $39,000? The investment will grow to $39,000 in ______ years. (Do not round until final answer. Then round to two decimals places as needed)
- Suppose you invest $1,500 in an account paying 6% interest per year. How much of this balance corresponds to interest on interest earned in the last (7th) period? (Dollar figures should be approximated to the nearest cent of a dollar, while rates should be expressed in percentage terms without using the "%" symbol and approximated to the nearest second decimal place.)A series of equal end-of-quarter deposits of$4,000 extends over a period of five years. It isdesired to compute the future worth of this quarterlydeposit series at 9% compounded monthly. Which ofthe following equations is correct?(a) F = $4,000(F/A, 2.25%, 20)(b) F = 4($4,000)(F/A, 9%, 5)(c) F = $4,000(F/A, 2.267%, 20)(d) F = 4($4,000)(F/A, 0.75%, 20)What is the interest rate per annum (in percentage form) applied when the Php5,000 triples in 25 years? *Do not type in the units and the comma separator (the comma that separates the hundreds and thousands) **If answer is not a whole number, then enter it with two (2) decimal places only. No rounding off of numbers. (e.g. 0.12)
- The future value of $200,000 invested at a 7% annual rate, compounded quarterly for 3 years is _____. (Do not round your intermediate calculations. Round the final answer to the nearest two decimal places.)Determine how much is in each account on the basis of the indicated compounding after the specified years have passed; P is the initial principal, and r is the annual rate given as a percent. (Round your answers to the nearest cent.) after one year where P = $7200 and r = 2.5% (a) compounded annually$ (b) compounded quarterly$ (c) compounded monthly$ (d) compounded weekly$ (e) compounded daily$Your company will generate $64,000 in annual revenue each year for the next seven years from a new information database. If the appropriate discount rate is 7.25 percent, what is the present value? (Do not round intermediate calculations and round your answer to 2 decimal places, e.g., 32.16.)
- What principal deposited 5 years ago will grow to $33,441.22 in 3 years and 11 months from now if money grows at 2.58% compounded quarterly?1. What balance will be in an account at the end of 10 years, if € 3 500 is deposited today and the account earns 3,5% annual interest, compounded a) annually? b) semi-annually? c) quarterly? d) monthly? using TVM functions mannully Principal Interest rate Time period Compounding frequency Total number of compounding periods Interest per period Total Interest earned Final balance = FV Final balance = FV (EUR) (as a decimal) (number of years) (times per year) (as a decimal) (EUR) (EUR) (EUR) 3,500 0.035 10 1 10 0.0350 1,437.10 4,937.10 4,937.10 3,500 0.035 10 2 20 0.0175 1,451.72 4,951.72 4,951.72 3,500 0.035 10 4 40 0.0088 1,459.18 4,959.18 4,959.18 3,500 0.035 10 12 120 0.0029 1,464.21 4,964.21 4,964.21Find the future value of a five-year $106,000 investment that pays 9.25 percent and that has the following compounding periods: (Do not round intermediate calculations, round final answers to 2 decimal places, e.g. 15.25.) Value of investment after 5 years a. Quarterly $ b. Monthly $ c. Daily $ d. Continuous $