Wang Liang and Li Jun are playing a game. In advance, they prepare a card with the following four numbers: bracket 1 / 3 to the 30th power, bracket 3 to the 30th power, bracket 1 / 2 to the 30th power They put the card into a sealed box. The rules of the game are: two people take turns to take the card, and calculate the product of the two numbers they get. It is stipulated that whoever gets the big result wins. Wang Liang draws two numbers: the 30th power of one third bracket and the 30th power of three. Li Jun draws two numbers: the 40th power of two and the 40th power of two, At this time, they all think they have won. Please be the referee. Who do you think they have won, and explain the reason

Wang Liang and Li Jun are playing a game. In advance, they prepare a card with the following four numbers: bracket 1 / 3 to the 30th power, bracket 3 to the 30th power, bracket 1 / 2 to the 30th power They put the card into a sealed box. The rules of the game are: two people take turns to take the card, and calculate the product of the two numbers they get. It is stipulated that whoever gets the big result wins. Wang Liang draws two numbers: the 30th power of one third bracket and the 30th power of three. Li Jun draws two numbers: the 40th power of two and the 40th power of two, At this time, they all think they have won. Please be the referee. Who do you think they have won, and explain the reason

Wang Liang's is "one third of the bracket to the 30th power", isn't it (1 / 3) ^ 30? Then the multiplication of his two is equal to 1
Li Jun's is "one-half of the 40th power", it should be 1 ^ 40 / 2, without brackets, it should be understood as one-half of the 40th power, so his two multiplication should be equal to the 39th power of 2, it must be Li Jun big