At a time when demand for ready-to-eat cereal was stagnant, a
spokesperson for the cereal maker Kellogg’s was quoted as saying, “
. . . for the past several years, our individual company growth has
come out of the other fellow’s hide.” Kellogg’s has been producing
cereal since 1906 and continues to implement strategies that make
it a leader in the cereal industry. Suppose that when Kellogg’s and
its largest rival advertise, each company earns $2 billion in
profits. When neither company advertises, each company earns
profits of $10 billion.
If one company advertises and the other does not, the company that
advertises earns $40 billion and the company that does not
advertise loses $3 billion. For what range of interest rates could
these firms use trigger strategies to support the collusive level
of advertising?
Instruction: Enter your response as a
percentage rounded to the nearest whole number.
i ≤ __ percent
If interest rate is r,
=1/(1+r)
We know for a collusion to be sustainable
PV(collude) greater than PV(cheat).
Here both firms colluding will result in both firms not advertising since maximum profits are made by this for both firms
Where cheating occurs when one firm advertises and other doesn't.
In trigger strategy we use non cooperative repetitive game
PV=P+P+P....
PV(collude)=+++..
=10+(10÷r)
PV(cheat)=40+++....
=40+(1/r)
For collusion to be successful PV(collude)PV(cheat)
10+40+
r30%
Therefore r should be less than 30% for collusive advertising
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