In: Finance
The time value of money is one of those bedrock principles that supports so much of Finance (and Economics, for that matter). It is essential to understand that the value of any particular amount of money will change over time. Typically the value of a particular amount of money will erode over time in a positive interest rate economic environment.
In Chapter 4 of the text, the authors use examples of cash and financial assets (stocks, bonds, annuities, etc.) to illustrate the concepts of discounting and compounding.
Conceptually the concepts of time value of money can be applied to any asset: be it fixed asset, tangible or intangible. This is because finance strongly supports the fact that value of any asset today is nothing but present value of all the future cash flows it can generate. The need to obtain present value, leads us to the concept of time value, discounting and compounding. Hence, factory equipment or licensing rights or patents - everything can be subjected to the concept of time value of money. At times, we may have problem and face challenges in estimating the correct cash flows every time period, we have in hand. We may also face issues in estimating the right opportunity cost or discount rate for discounting the cash flows from intangible assets. But otherwise, these concepts are indeed appropriate for analyzing investments in other types of assets (for example factory equipment or licensing rights).
Can you think of any types of assets for which discounting or compounding are not the most appropriate valuation technique?
Are there other types of transactions which can be efficiently analyzed using discounting and compounding techniques?