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Reading 48: Private Equity Valuation- LOS m~ Q1-5

 

LOS m: Explain and apply methods to account for risk in venture capital.

Q1. A private equity investor expects to realize a return on her venture capital investment in two years and expects to sell the firm for $30 million. She estimates that a discount rate of 30% is reasonable but expects that there is a 20% probability of failure in any given year. The post-money value of her investment today, adjusted for failure, is closest to:

A)   $11.20.

B)   $14.20.

C)   $11.36.

 

Q2. The founders of a small technology firm are seeking a $3 million venture capital investment from prospective investors. The founders project that their firm could be sold for $25 million in 4 years. The private equity investors deem a discount rate of 25% to be appropriate, but believe there is a 20% chance of failure in any year.
The adjusted pre-money valuation (PRE) of the technology firm is closest to (in millions):

A)   $4.19.

B)   $7.24.

C)   $1.19.

 

Q3. A private equity investor calculates a discount rate of 40% for valuing a company. The investor, however, believes that there is a 20% chance that the company will fail in any one year. The most appropriate adjusted discount rate the investor should use is:

A)   75.0%.

B)   48.0%.

C)   50.0%.

 

Q4. The least likely factor affecting venture capital firm valuation is the:

A)   private equity firm’s initial investment.

B)   bargaining power of the venture capital and private equity firms.

C)   probability of failure.

 

Q5. A private equity investor is considering an investment in a venture capital firm, and is looking to calculate the firm’s terminal value. The investor determines that there is equal likelihood of the following:

1. Expected firm earnings are $2.5 million with a P/E ratio of 8.
2. Expected firm earnings are $3.0 million with a P/E ratio of 10.

The firm’s expected terminal value, and the analysis used by the investor, respectively, is:

              Terminal value                Analysis

 

A)      $2.75 million                 Sensitivity

B)       $50 million                  Scenario

C)      $25 million                    Scenario

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