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Sara draws the Ace of spades from a standard deck of 52 cards. Without replacing the first card, she then proceeds to draw a second card. Were asked to determine the following conditional probabilities. We read this first probability as a probability of drawing an Ace given the Ace of spades has already been drawn, which we know, is without replacement. So, because Sara drew the Ace of spades, she drew this card here; and because she did not replace it, notice now there are 51 cards left, which means, there are now only 51 possible outcomes. So, to determine the probability of an Ace, given the Ace of spades has already been drawn; notice how there are now three remaining Aces, these three cards here, and therefore, are three favorable outcomes out of a total of 51 possible outcomes. Which means, the probably of drawing an Ace, given the Ace of spades has already been drawn, without replacement, is 3 divided by 51, or three fifty first. Lets also express this as a decimal and a perce