Suppose player 1 potentially moves twice in a sequential game, each time choosing from one of two possible actions -- "Left" or "Right".His first move is at the beginning of the game.He gets to move a second time if he moved "Left" the first time and after observing one of two possible actions by player 2 ("Up" or "Down").But if he moves "Right" in the first stage, he gets no further moves and the game ends after player 2 chooses one of two actions ("Up" or "Down").Draw the game tree and list all possible strategies for players 1 and 2.

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The Answer of Suppose player 1 potentially moves twice in a sequential game, each time choosing from one of two possible actions -- "Left" or "Right".His first move is at the beginning of the game.He gets to move a second time if he moved "Left" the first time and after observing one of two possible actions by player 2 ("Up" or "Down").But if he moves "Right" in the first stage, he gets no further moves and the game ends after player 2 chooses one of two actions ("Up" or "Down").Draw the game tree and list all possible strategies for players 1 and 2.

Suppose Player 1 Potentially Moves Twice in a Sequential Game