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egoroff_w
2 months ago
6

Suppose Proctor​ & Gamble​ (PG) and Johnson​ & Johnson​ (JNJ) are simultaneously considering new advertising campaigns.

Each firm may choose a​ high, medium, or low level of advertising. What are each​ firm's best responses to its​ rival's strategies? Does either firm have a dominant​ strategy? What is the Nash equilibrium in this​ game? If PG picks​ high, then JNJ should pick ▼ medium high low ​; if PG picks​ medium, JNJ should pick ▼ low medium high ​; and if PG picks​ low, then JNJ should pick ▼ medium low high . If JNJ picks​ high, then PG should pick ▼ low high medium ​; if JNJ picks​ medium, PG should pick ▼ medium low high ​; and if JNJ picks​ low, then PG should pick ▼ medium high low . ​PG's dominant strategy is to pick ▼ low medium high and​ JNJ's dominant strategy is to pick ▼ high low medium . Identify the Nash equilibrium in this game. A. The Nash equilibrium is for both firms to pick medium. B. The Nash equilibrium is for both firms to pick low. C. The Nash equilibria are for PG to pick medium and JNJ to pick low and for PG to pick low and JNJ to pick medium. D. The Nash equilibrium is for both firms to pick high. E. This game has no Nash equilibria.
Business
1 answer:
Nady [3.6K]2 months ago
5 0

Answer:

B. The Nash equilibrium suggests both companies should opt for a low advertising strategy.

Explanation:

Examining the responses from both players reveals the following:

If PG decides on High, then JNJ will achieve the best outcome by choosing Low.

If PG selects Medium, JNJ's optimal choice would still be Low.

Should PG pick Low, JNJ again benefits most by choosing Low.

In the same way,

If JNJ opts for High, PG should choose Low for the highest payoff.

<pif jnj="" goes="" with="" medium="" pg="" will="" also="" gain="" the="" most="" by="" selecting="" low.="">

Finally, if JNJ selects Low, PG still maximizes their payoff with a Low choice.

Consequently, PG has a clear dominant strategy to choose Low, and likewise, JNJ also has a dominant strategy to select Low.

</pif>
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