Answer the next question based on the following payoff matrix for a duopoly in which the numbers indicate the profit in thousands of dollars for a high-price or a low-price strategy. Firm X High Price Low Price X= $625 X = $725 Y = $625 Y = $475 X $475 X = $400 Y= $725 Y= $400 If both firms collude to maximize joint profits, the total profits for the two firms will be O A) $1,200,000. O B) $1,500,000. O C) $1,400,000. O D) $1,250,000. Firm Y Low Price High Price

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Answer the next question based on the following payoff matrix for a duopoly in
which the numbers indicate the profit in thousands of dollars for a high-price or a
low-price strategy.
Firm X
High Price Low Price
X -$625 X $725
Y= $625 Y= $475
X-$475 X= $400
Y= $725 Y= $400
If both firms collude to maximize joint profits, the total profits for the two firms will
be
O A) $1,200,000.
O B) $1,500,000.
C) $1,400,000.
OD) $1,250,000.
Firm Y
Low Price High Price
Transcribed Image Text:Answer the next question based on the following payoff matrix for a duopoly in which the numbers indicate the profit in thousands of dollars for a high-price or a low-price strategy. Firm X High Price Low Price X -$625 X $725 Y= $625 Y= $475 X-$475 X= $400 Y= $725 Y= $400 If both firms collude to maximize joint profits, the total profits for the two firms will be O A) $1,200,000. O B) $1,500,000. C) $1,400,000. OD) $1,250,000. Firm Y Low Price High Price
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