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Company A has 10 million shares trading at a price of $9m, as investors view it should be $10 or $8 with equal probabilities. However,
Company A has 10 million shares trading at a price of $9m, as investors view it should be
$10 or $8 with equal probabilities. However, its management knows the true value per
share is $10. The company is planning the acquisition of company T, which has 4 million
shares trading at $15. Advisors tell company A it will have to pay a 20% premium for
company T's shares over their current price. The acquisition would create synergies worth
$15m. If the deal is to go through, company A will pay company Ts shareholders with new
shares of company A.
As a benchmark, assume markets also know true value per share to be $10.
a. What will be As market capitalization after acquiring T? What fraction of its equity
will be held by former T shareholders? What will be its value? What fraction of
shares will As existing shareholders retain? What will be its value? What gains will
As shareholders (as a group) and Ts shareholders (as a group) realize respectively
in the acquisition?
Now take into account that As management know the shares are worth $10 and underpriced at
$9. Investors (including Ts shareholders) being aware of that, management must consider their
reaction to the acquisitions announcement. A priori, three scenarios are possible:
Scenario 1: Investors would infer nothing about the value.
Scenario 2: Investors would infer the value per share is $8.
Scenario 3: Investors would infer it is $10.
b. For each scenario, how much would Ts shareholders value As equity post-
acquisition? What fraction of its equity will they demand (as a group) as payment
for Ts shares?
c. For each scenario, if managers knew the value was $8, would they do the
acquisition?
d. For each scenario, since they know the value is $10, would they agree to the
acquisition?
e. Summarize your finding by filling each cell of the table with Go or No Go
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