Finance is perhaps the most challenging course for students around the world. A part of why this course is so incredibly complicated is the topics you need to study and write exceptional papers on. One such topic happens to be the time value of money. It isn't unusual for students worldwide to seek the time value of money assignment help to them comprehend the topic and develop a profound knowledge of the complications associated with it.
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Trying to figure out what is the time value of money exactly? Find out all your answers right here
Time value of money or TVM is a fundamental financial concept, stating that the present value of the money is significantly higher than its future value, given its potential to earn in the years to come. In simple words, it suggests that a sum of money in hand is greater in value than the same sum of money that will be received in the next couple of years.
Let us look at an example to understand the concept of the time value of money better-
Suppose you are the lucky winner of a $2 million lottery, and you are presented with two choices. A lump-sum payment right now is worth $1 million or 10 annual payments of $100,000 (totaling $1 million over that time). This is excluding any tax ramifications; which is the better option?
TVM tells us choice one- the lump sum payment right now. This is best as it offers you the ability to put the money to work earning interest or growing via some other investment vehicle like stocks or real estate.
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Take a look at the time value of money equation you need to know to revamp your assignment game by notches-
FV= PV * (1+ i/n) n*t
Or,
PV= FV/ (1+ i/n) n*t
Here,
PV= Present value of money
FV= Future value of money
i= Rate of interest or present yield on similar investment
t= Number of years
n= Number of compounding periods of interest each year
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Here are certain crucial time value of money examples dished out by our stalwarts that you must know to comprehend the topic and strengthen your foundation in the subject like never before-
On the other hand, if you don't think you could earn more than 9% in the next year by investing the money, you must take the future payment of $1,100.
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Ans. The time value of money is a core principle of finance. TVM, or the time value of money, implies that a sum of money is worth more now than the sum of the money at a future date due to its earnings potential in the interim. This is mainly because money today can be used, grown, or invested.
Ans. The 3 crucial elements to calculate the time value of money are principal, interest rate, and time.
Ans. The time value of money implies the amount of money that you could earn between today and the time of a future payment. A remarkable example of a time value of money is- A wins a lottery of $1000 and has two options. Either A can take a lump sum right at the moment or receive the same after a year or two. The winner will choose the first option as the winner can invest the money and receive $1200 or more in the next two years.
However, on the other hand, if A chooses to go otherwise, it will be the same $1000 even after two years.
Ans. The time value of money is important as it helps investors and people saving for their retirement figure out how to get the most out of their dollars. It helps them to comprehend the worth of money in relation to time. This concept is crucial to financial literacy and applies to your savings, investments, and purchasing power.
Ans. The time value of money is evaluated with the help of the below-enlisted formula-
FV= PV * ( 1+ i/n) (n*t)
Or,
PV = FV/ (1+ i/n) (n*t)
Here,
PV= Present value of money
FV= Future value of money
i= Rate of interest or current yield on similar investment
t= no. of years
n= No. of compounding periods of interest each year
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