Quantum game is one of the important branches in quantum information. Based on the singlecoin-tossing game studied by Meyer,the dice game which has six states is discussed. In classical dice game,the probabilities of two players,P and Q,to win the game are both equal to 1/2.In quantum dice game,each state of the dice can be denoted by its density matrix. And if the player Q adopts quantum strategies instead of classical ones while the other player P adopts the usual classical probabilistic strategies,Q can control this game completely. It can be concluded that for dice game,quantum strategies are more successful than classical ones.