Time Value Of Money Concept Definition Essay

Time Value of Money Writing Service

 Introduction

Time value of money (TVM), That is to state that money in hand today is worth more than money that is expected to be gotten in the future. This leads to the stating that we frequently use to sum up the idea of time value: “A dollar today is worth more than a dollar tomorrow.”

Time Value of Money Writing Service

That is to state that money in hand today is worth more than money that is expected to be received in the future. A fundamental idea in finance that money that one has now is worth more than money one will receive in the future. According to an idea that financial experts call the time value of money, you would probably be much better off getting your money right away, in one payment.

Time value of money (TVM) is a principle that is based upon the concept that the value of a dollar is more valuable if it is gotten today than if it is gotten in the future. This is since money has the capability to earn interest, for example, by waiting in a bank. A basic idea that enhances the applicability of this principle is that the present value of a series or an offered amount of money of equal invoices or payments anticipated in the future can be computed. On the other hand, the future value of a series or an offered sum of money anticipated to be received or paid in a future date can be determined. In life, the concept of time value of money has become relevant in numerous fields. In this essay, numerous real life applications of time value of money will be discussed.

A basic concept in finance that money that has now is worth more than money one will receive in the future. Since money can earn interest or be invested, it is worth more to an economic actor if it is available immediately. This idea uses to lots of agreements, for instance, a trade in which payment is delayed will typically require payment for the time value of money. This concept may be considered a monetary application of the stating, “A bird in the hand deserves 2 in the bush.”

– According to a principle that economic experts call the time value of money, you would probably be much better off getting your money right away, in one payment. You might invest this money and earn interest on it or you might utilize this money to pay off all or part of a loan.

– But how can that be? A dollar is a dollar, right? Yes, however a dollar in hand today can be invested in an interest-bearing account that would grow in value with time. This describes in part why the value of money is related to time.

– The time value of money is associated with another idea called chance expense. The expense of any decision consists of the expense of the best forgone opportunity. If you pay $10.00 for a motion picture ticket, your cost of going to the movie is not simply the ticket rate, however also the time and cost of what else you may have enjoyed doing rather of the film. Using this idea to the $500 owed to you, you see that getting the money in installations will saddle you with opportunity expense. By taking the cash gradually, you lose the interest on your financial investment or any other usage for the initial $500, such as investing it on something you would have enjoyed more.

– The trade-off between money now and money later on depends upon, to name a few things, the interest rate you can make by investing.

One reason is that money got today can be invested thus producing more money. Another reason is that when a person opts to receive an amount of money in future rather than today, he is successfully providing the money and there are risks included in lending such as default danger and inflation.

A dollar today can be invested to build up to more than a dollar in the future, which likewise makes a future dollar worth less than a dollar today. Money has a time value. More normally, the time value of money is the relationship in between the value of a payment at one moment and its value at another time as figured out by the mathematics of substance interest.

Payments made at various points in time cannot be straight compared due to the fact that of the time value of money. The substance interest functions, the mathematics of the time value of money permit us to bring the payments to the very same time for contrast functions.

Time value of money computations has large application in financing, realty, and individual monetary choices. An understanding of them is important in the field of evaluation. There are numerous scenarios in realty where dollars at various moments are compared:

Time Value of Money idea tries to include the above factors to consider into monetary choices by assisting in an unbiased assessment of money streams from various periods by transforming them into present value or future value equivalents. This guarantees the contrast of ‘like with like’.

Time Value of Money concept is utilized thoroughly in monetary management to integrate the monetary effect of the timing of money streams in company choices.

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Posted on February 23, 2016 in Finance

Essay on Time Value Of Money

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Time Value of Money

Time Value of Money To make itself as valuable as possible to stock holders; an enterprise must choose the best combination of decisions on investment, financing and dividends. In any economy in which firms have the time preference, the time value of money is an important concept. Stockholders will pay more for an investment that promises returns over years 1 to 5 than they will pay for an investment that promises identical returns for years 6 through 10. Essentially one must determine if future benefits are sufficiently large to justify current outlays. The development of mathematical tools of the time value of money is important as the first step towards making capital allocating decisions (Malawi, 2008).…show more content…

Compounding is the arithmetic process of determining the final value of a cash flow or series of cash flows when compound interest is applied (Malawi, 2008).
The following are the variables used in the mathematical modeling of time value of money:
FV = Future value
PV = Present value
A = Annuity Value i = Interest rate n = Number of periods
As an example, what is better, investing a $100 per month or investing $1200 once a year for the next 20 years at an interest rate of 5%? Using the future value of annuity relationship, FVa = A *[ ], one finds that saving on a monthly basis gains us ($41,009-$39,679) $1,330.0 after 20 years.
Table 1, Example of annuity earnings for $1,000.0 (Block & Hirt, ch9 p242)

Even better would be to invest the whole amount up front as "an asset with interest compounded annually: = Original Investment x (1+interest rate)^number of years" (Investopedia ULC, 2008) and let it set for 20 years as demonstrated in table 2. Where:
FV = PV (1 + i)n i = interest rate = 5% = 0.05 n = number of years = number of periods = 20.
PV = $24,000
Table 2, $24,000 compounded over a 20 year period.
First Year $24000.00 x 1.05 = $25200.00
Second Year $25200.00 x 1.05 = $26460.00
Third Year $26460.00 x

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