Question 697731
The probability of drawing an ace then a two is equal to the probability of drawing an ace from a full deck times the probability of drawing a two from a deck with an ace removed.<br>

The probability of drawing an ace first is equal to the number of aces in the deck divided by the number of cards in the decks, which is 4/52 = 1/13.<br>

Since the ace is not replaced, the new deck of cards has 51 cards, of which 4 are twos. The probability of drawing a two from this reduced deck is equal to the number of twos over the number of cards, which is 4/51.<br>

The probability of drawing an ace, then a two is the product of these probabilities, which is (1/13)*(4/51) = 4/663.