The Acme Company has its European subsidiary based in the Euro zone. The subsidiary must solve a series of five problems that require you to apply the concept of "time value of money," or TVM. The five problems are listed below. Solving them will require the use of Microsoft Excel. Before you begin your work, each student is to select a unique nine-digit random number that contains no zeros, no "patterns," and should use most of the digits between one and nine. This value will be referred to as the student unique number (SUN). Further, digits within the SUN are read from left to right. For example, if the SUN = 123456789, the first digit = 1, the second digit = 2, etc. Please note that the interest rate used in all questions represents an annual rate and all Euro figures are in whole Euros (not Euros and cents).

Acme plans to construct a new manufacturing facility in 14 years. If Acme estimates that today's cost of the new plant is SUN Euros (use all 9 digits) and annual inflation is A% (A = the first digit of SUN), how much will the manufacturing plant cost in 14 years?
Acme has decided to establish a sinking fund for its outstanding preferred stock issue. SUN (use all 9 digits) represents the amount of the issue that will be retired in 26 years. At the beginning of each of these 26 years, Acme will deposit an equal amount into an account that earns B% (B = the second digit of SUN). What is the value of this periodic deposit?
One of Acme's new projects will generate the following cash flows at the end of each of the stated years: year 2 = SUN digits 1-3; year 4 = SUN digits 4-6; year 7 = SUN digits 7-9. If these cash flows are discounted at 12%, what is the sum of their present values?
Acme is assessing its employee pension fund. At the end of each of the next 25 years Acme will have to pay its retirees (use the first 4 digits of your SUN). If the fund is estimated to earn D% (D = the fourth digit of SUN), how much does Acme need to have set aside today to ensure that it can meet its future obligations? (At the end of the 25th year, the balance should be drawn down to zero.)
As part of a new labor contract, Acme has agreed to make a one-time contribution of Euros 1,000,000 to the construction of a new physical fitness facility for its employees. This amount will be placed in an account earning E% (E = the fifth digit of SUN). When the account grows to Euros 1,850,000, construction will commence. How long must employees wait until construction of their new gym begins?

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  1. Very creative way to learn to use EXCEL for typical financial calculations. This is more of a "how to use" EXCEL problem than a finance problem. And would be quite difficult to to here in Jishka.
    Repost if you have a specific question.
    Hint: put your SUN in A1
    In B1 put @int($A$1/100000000) which should produce the 1st digit in SUN
    In C1 put @mod(@int($A$1/10000000),10) which should produce the 2nd digit in SUN. Repeat the method in C1 to produce the rest of the digits in SUN

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