Future and present value calculator

    • [DOCX File]University of Phoenix

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      You will enter the Initial Amount of Savings (Present Value), Annual Interest Rate (Rate of Return), Interest Compounded, and Number of Periods/ Years into the calculator. The calculator will compute the Future Value s.

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    • [DOC File]UPX Material - University of Phoenix

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      Take year 1 for example—to get this year’s value out to year 5, you must use the future value (FV) function: PV = 45 i = 10 n = 4 because it is 4 years to get to year 5 Solving for FV = 65.68 FV - YR5 = 185.00 FV - YR4 = 192.50 FV - YR3 = 78.65 FV - YR2 = 73.21 FV - YR1 = 65.88 Terminal value (total of years 1 through 5) = 595.24 Once this ...

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    • [DOCX File]Time Value of Money

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      The heart of a TVM calculation is the process of expressing the future value of a payment made in the present (compounding) or the present value of a payment made in the future (discounting). There are four variables in a . typical. time value calculation, and if we know any three of those variables, we can calculate the fourth.

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    • [DOC File]Lecture Notes on Time Value of Money

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      Calculate the future value of $60.00 per year at 7% per year for eight years. n [N] i [I/YR] PV PMT FV 8 7 0 -60 ? FV = $615.50. 5. Calculate the future value of $50.00 per month at 6% APR for 24 months. n[N] i [I/YR] PV PMT FV 24 0.5 0 -50 ? FV = $1,217.60. 6. Calculate the present value of $500 per year at 6% per year for 5 years (monthly ...

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    • Stage 1 General Mathematics – Semester 1 (Example 1)

      Use the formula to find future value, interest earned and present value. Use the compound interest formula to find future value, interest earned and present value. Effect of changing the compounding period. Week 3. Mon 10th Feb. Annualised rates to compare investments. Compound interest using the graphic calculator. Future value. Present value ...

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    • [DOC File]Finance 303 – Financial Management

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      Future value annuity and present value annuity: concepts and calculations (calculator) Perpetuity: concepts and calculations. Uneven cash flows: concepts and calculations (calculator) Semiannual and other compounding periods: concepts and calculations (calculator) Amortization: concepts and calculations (calculator) Chapter 5

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    • [DOC File]AGRICULTURAL ECONOMICS 330

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      2. Show the relationship between present and future value by solving the following: A. What is the present value of an investment that offers payments of $6,000 at the end of year 1; $4,000 at the end of year 2; and $2,000 at the end of year 3 if money can be invested at 9 percent? (Answer = $10,415.67) B.

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    • [DOC File]BALANCE OF PAYMENTS

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      To use the rule, divide 72 by the interest rate to determine the number of periods it takes for a value today to double. Example: If the interest rate = 6%, the rule of 72 indicates that it takes 72/6 = 12 years to double. Using your calculator you can check this solution: Enter: I/Y = 6; PV = -1; PMT = 0; FV = 2; CPT; N. Answer: 11.8957 years ...

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    • [DOC File]Time Value of Money

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      Example: Present value today of a single payment of $1,480.24 made ten years in the future, if the effective annual interest rate is 4% PV = $1,480.24 / (1.04)10= $1,480.24 / 1.48024 = $1, 000 On a financial calculator, the calculation is done by making the following key strokes:

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