do you call a stream of equal payments received or paid at equal intervals in time?
A lump sum |
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An annuity |
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Discounting |
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Future value |
The correct option is B.An annuity
An annuity is equal payments received/paid over equal intervals of time for a fixed period .This annuity is then discounted at present value/computed at future value using specified interest rates for comparison purposes etc.
do you call a stream of equal payments received or paid at equal intervals in time?...
Which one of the following best defines an annuity? a) A stream of decreasing payments occurring at regular intervals for a fixed period of time b) A level stream of payments occurring at equal time intervals c) A series of equal payments occurring at random intervals over a fixed period of time d) A stream of increasing annual dividend payments over an infinite period of time e) A level stream of payments occurring at random intervals for an infinite period...
By definition an ordinary annuity is: A. increasing payments paid for a definitive period of time B. increasing payments paid forever C. equal payments paid at regular intervals over a stated time period D. equal payments paid at regular intervals of time on an ongoing basis E. unequal payments that occur at set intervals for a limited period of time
23. An ordinary annuity is best defined as: A) increasing payments paid for a definitive period of time. B) increasing payments paid forever C) equal payments paid at the end of regular intervals over a stated time period. D) equal payments paid at the beginning of regular intervals for a limited time period. E) equal payments that occur at set intervals for an unlimited period of time 24. A perpetuity is defined as: A) a limited number of equal payments...
Karen has won $50,000 from a lawsuit. The money will be paid out in 8 equal-sized annual payments (payments are made at the end of each year). If Karen invests each payment in an account that earns 4.6% interest, compounded annually, how much will she have at the end of 8 years? Preview After Karen wins her lawsuit, she is approached by a structured settlement company. They offer her $48,500, paid immediately, in return for her annual lawsuit payments. How...
What is the term for the compounding or discounting of a stream of even payments over a specific period of time? a) Amoritzation b) Depreciation c) Annuity
4. You are comparing two annuities that offer regular payments of $2,500 for five years and pay .75 percent interest per month. You will purchase one of these today with a single lump sum payment. Annuity A will pay you monthly, starting today, while annuity B will pay monthly, starting one month from today. Which one of the following statements is correct concerning these two annuities? Multiple Choice These annuities have equal present values but unequal future values. These two...
If an annuity can make an unending number of equal payments at the end of the interest periods, it is called a perpetuity. If a lump sum investment of An is needed to result in n periodic payments of R when the interest rate per period is i, then (a) Evaluate lim n→∞ An to find a formula for the lump sum payment for a perpetuity. (b) Find the lump sum investment needed to make payments of $90 per month...
10. Future value of annuities Aa Aa When equal payments are made at fixed intervals for a specified number of periods, you wll treat them as an annuity You are planning to put $1,250 in the bank at the end of each year for the next eight years in hopes that you will have enough money for a new boat. If you are investing at an annual interest rate of 9%, you'll have accumulated at the end of eight years....
Definition/Explanation Discounting/Compounding . What is an annuity? What is the difference between an ordinary annuity & annuity due? .How does the FV and PV increase/decrease as the time and interest rates increase/decrease? TVM problems (lump sum problems only) that ask you to solve for the following: o Number of periods o Interest rate o Present Value o Future Value
You want to know how much $10,000 invested today is going to be worth 10 years from now. Which type of time value of money calculation should be used to solve this problem? present value of an annuity future value of an annuity present value of a lump sum future value of a lump sum