Question

Player 2 A a11, bıı a12, b12 B a21, bz1 az2, baa C a31, b31 a32, b32 Player 1 Consider the game in normal form in the picture above. For strategy A to be the (strict) dominant strategy it is sufficient that . a11> a21 and a12> a22 D.a1 1 > b1 1 and a1 2 > b11. C.a11> a21 and a11> a31 d. None of the other answers apply.

Answer 1

Answer : The answer is option a.

For strategy A the payoffs are a₁₁ and a₁₂ . Now strategy A will be a strictly dominant strategy if strategy A's all payoffs become greater than (>) the strategy B's or strategy C's payoffs. Given option a shows that the strategy A's payoffs are greater than the strategy B's payoffs. Therefore, option a is correct.