What is the probability a jack is next to a 7 in a shuffled standard deck?
I'm thinking there are 16 7/Jacks to pick from. We group an arbitrary one together which gives us 51 items. This gives us $16\times\frac{51!}{52!}$ or $4/13$
What is the probability a jack is next to a 7 in a shuffled standard deck?
I'm thinking there are 16 7/Jacks to pick from. We group an arbitrary one together which gives us 51 items. This gives us $16\times\frac{51!}{52!}$ or $4/13$
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