A single card is drawn randomly (with replacement) from 52-card deck. Let A denotes that the card is red; B denotes the card is a face card, and C denotes that it is King (K). a) Find P (A), P (B) , P (C) b) P (A|B), and P(C|B) means conditional c) Prove the dependency/independency of (A & B) and ( B & C) Note: There are 12 face cards, 4 kings, 26 red cards and 26 black cards
A single card is drawn randomly (with replacement) from 52-card deck. Let A denotes that the card is red; B denotes the card is a face card, and C denotes that it is King (K). a) Find P (A), P (B) , P (C) b) P (A|B), and P(C|B) means conditional c) Prove the dependency/independency of (A & B) and ( B & C) Note: There are 12 face cards, 4 kings, 26 red cards and 26 black cards
Linear Algebra: A Modern Introduction
4th Edition
ISBN:9781285463247
Author:David Poole
Publisher:David Poole
Chapter2: Systems Of Linear Equations
Section2.4: Applications
Problem 32EQ
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A single card is drawn randomly (with replacement) from 52-card deck.
Let A denotes that the card is red; B denotes the card is a face card, and C denotes that it is King (K).
a) Find P (A), P (B) , P (C)
b) P (A|B), and P(C|B) means conditional
c) Prove the dependency/independency of (A & B) and ( B & C)
Note: There are 12 face cards, 4 kings, 26 red cards and 26 black cards
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