Nike and Adidas face the following coordination problem in trying to decide whether to conduct heavy or light combative advertising against the other firm. Adidas Light Ads Heavy Ads Nike Light Ads $20 M, $24 M $10 M, $8 M Heavy Ads $8 M, $12 M $16 M, $18 M Assuming that both companies announce their strategies simultaneously, which of the following set of strategies are Nash equilibrium? Check all that apply. O {Light Ads with Probability = 0.5909, Light Ads with Probability = 0.6222} O {Light Ads A, Heavy Ads N} O {Light Ads with Probability = 0.4545, Light Ads with Probability = 0.4444} A {Heavy Ads A, Light Ads N} O {Light Ads A, Light Ads N} O {Heavy Ads, Heavy AdsN}

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Chapter15: Imperfect Competition
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Nike and Adidas face the following coordination problem in trying to decide whether to conduct heavy or light combative advertising against the other
firm.
Adidas
Light Ads
Heavy Ads
Nike
Light Ads
$20 M, $24 M
$10 M, $8 M
Heavy Ads
$8 M, $12 M
$16 M, $18 M
Assuming that both companies announce their strategies simultaneously, which of the following set of strategies are Nash equilibrium? Check all that
apply.
O {Light Ads with Probability = 0.5909, Light Ads with Probability = 0.6222}
A
N
{Light Ads, Heavy AdsN}
{Light Ads with Probability = 0.4545, Light Ads N
{Heavy Ads, Light AdsN}
O {Light Ads A, Light Ads N}
{Heavy Ads, Heavy AdsN}
with Probability = 0.4444}
Transcribed Image Text:Nike and Adidas face the following coordination problem in trying to decide whether to conduct heavy or light combative advertising against the other firm. Adidas Light Ads Heavy Ads Nike Light Ads $20 M, $24 M $10 M, $8 M Heavy Ads $8 M, $12 M $16 M, $18 M Assuming that both companies announce their strategies simultaneously, which of the following set of strategies are Nash equilibrium? Check all that apply. O {Light Ads with Probability = 0.5909, Light Ads with Probability = 0.6222} A N {Light Ads, Heavy AdsN} {Light Ads with Probability = 0.4545, Light Ads N {Heavy Ads, Light AdsN} O {Light Ads A, Light Ads N} {Heavy Ads, Heavy AdsN} with Probability = 0.4444}
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