QUESTION We have 3 businesses. Following are their details.
BUSINESS-A : Free cash flow of $1,000 million , expected to grow at 5% for next 50 years. Zero terminal value
BUSINESS-A is selling for $20,000 million, Which one would you invest in? Assume a discount rate of 8% for all three businesses.
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ANSWER In order to answer the question we would need to find the present value of the future cash flows for all the three businesses.
BUSINESS-A : Present value of future cash flows is $24,195 million. Let us calculate the expected return for each business. Its done by using the following formula : {(Present value of future cash flows) – (Cost of investment)} / Cost of Investment
BUSINESS- A : {$24,195 - $20,000} / $20,000 = 20.98% Thus the answer is ‘B’ because it’s expected return is the highest amongst the three. In the above example at first glance BUSINESS-C might seem more valuable because of high returns in the initial years and a high terminal value , but it did not come out true. Following are basic valuation lessons we can learn from this exercise 1. It’s common for investors to stress on the immediate growth rate while valuing investments. But what is more important is the overall expected life of the business, because that can make large difference as to how much cash the business is going to generate in its lifetime. 2. After certain point the effect of terminal value on the total value is very minimal. The $10 billion Terminal value for BUSINESS-C was just 5% of total value, because the present value of the terminal value for Year-20 was just $1.7 billion. 3. Even slight difference in growth rate can make large difference if carried on for long time. BUSINESS-B ‘s value is $10 billion higher than that of BUSINESS-A because its growth rate was 7% compared to that of BUSINESS-A’s 5%. |