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INTRODUCTION TO PROBABILITY   In Texas Hold’em poker a player receives 2 cards first. These are called the player’s pocket cards. Find the number of pocket card configurations (that is, the number of unordered samples of two cards from the deck of 52) that correspond to the following descriptions.   (a) Pair. (The two cards have the same rank.)   (b) Suited. (The two cards have the same suit.)   (c) Suited connectors. (The two cards have the same suit, and their ranks are next to each other. An ace has a special role: both {A, 2} and {K, A} count as pairs of neighbors.)

INTRODUCTION TO PROBABILITY   In Texas Hold’em poker a player receives 2 cards first. These are called the player’s pocket cards. Find the number of pocket card configurations (that is, the number of unordered samples of two cards from the deck of 52) that correspond to the following descriptions.   (a) Pair. (The two cards have the same rank.)   (b) Suited. (The two cards have the same suit.)   (c) Suited connectors. (The two cards have the same suit, and their ranks are next to each other. An ace has a special role: both {A, 2} and {K, A} count as pairs of neighbors.)

MATLAB: An Introduction with Applications
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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INTRODUCTION TO PROBABILITY

 

In Texas Hold’em poker a player receives 2 cards first. These are called the player’s pocket cards. Find the number of pocket card configurations (that is, the number of unordered samples of two cards from the deck of 52) that correspond to the following descriptions.

 

(a) Pair. (The two cards have the same rank.)

 

(b) Suited. (The two cards have the same suit.)

 

(c) Suited connectors. (The two cards have the same suit, and their ranks are next to each other. An ace has a special role: both {A, 2} and {K, A} count as pairs of neighbors.)

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