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Hey there, welcome to numerade.
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We are asked if we are dealt three cards from a standard 52 deck of cards.
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What would the probability be if we have all of those three cards being jacks? so what we know here is that there are four jacks and a deck and 52 card deck, a standard deck.
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So knowing this over here, this will translate to a probability of drawing jack in one draw, which is 4 divided by 52.
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Now, what we're looking for here, though, is all three cards being jack, which should be very, very small probability.
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So the probability that all three are jacks, we're going to take the 4 divided by 52, and we're going to cube this since we have three draws.
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So cubing this, we get a probability that equals a round.
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So we have 452 times 4 .52.
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So this would give us 4 .5 times 10 to the negative.
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So we're going to see how many decimal places this is.
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So let's do two decimal places 4 .5.
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5 .5 times 10 to the negative...