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TRIDENT UNIVERSITY
MODULE 1 CASE STUDY
FIN 501- THE TIME VALUE OF MONEY AND FINANCIAL STATEMENT ANALYSIS
DR. JOHN HALSTEAD
April 21, 2015

In this case study, I will work through a variety of time value money problems to grasp the concept of how to calculate the present and future value of a lump sum and the present and future value of an annuity. I will also learn how to calculate the present value of a perpetuity. This is important, because this enables me to learn how to determine the value of a typical corporate bond.
Present Value of a lump sum, is the value of an expected income stream determined as of the date of valuation. The present value is always less than or equal to the future value because money has interest-earning potential, a characteristic referred to as the time value of money 1. a. PV=$100,000*11.0520=$94,911.41
If you were to receive $100,000.00 in 5 time periods from now, that $100,000 would be worth only $94,911.41 today. If you were to invest the $94,911.41 at a rate of .05% today then you would have $100,000 at the end of 5 time periods. So, if I had a choice between taking an amount higher than the $94,911.41 today as oppose to taking the $100,000 at the end of 5 time periods then I would take the money today. By doing so, I would be able to invest the higher amount at .05% for 5 equal time periods, which would end up being more that the 100,000. b. PV=$200,000*[1/(1.10)10]=$179,274.47
If you were to receive $200,000.00 in 10 time periods from now, that $200,000.00 would be worth only $179,274.47 today. So, if today you were to invest the $179,274.47 at a rate of 1.10%, you would have $200,000.00 at the end of 10 time period. Just like the first equation, if given the choice between taking a higher amount than the $179,274.47 as oppose to the $200,000 at the end of 10 time periods. I will take the higher amount every time,

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