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c) A card is picked at random: card B: the event the card is a black card. The probability that the card is black AND a face card is [Select] A. P(FO B) = - 6 P(FB) = ₂ Let F: the event the card is a face 6 52 B. P(F^B) = 122 C. D. P(FUB) = P(F) + P(B) = 52

c) A card is picked at random: card B: the event the card is a black card. The probability that the card is black AND a face card is [Select] A. P(FO B) = - 6 P(FB) = ₂ Let F: the event the card is a face 6 52 B. P(F^B) = 122 C. D. P(FUB) = P(F) + P(B) = 52

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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c) A card is picked at random: card B: the event the card is a black card. The probability that the card is black AND a face card is [Select] A. P(FOB): P(FB) = 2 6 Let F: the event the card is a face 6 52 [Select] B. P(F^B) = 1⁄2 42 D. P(FUB) = P(F) + P(B) = d) A card is picked at random: black T: the card shows a two. The probability that the card is a black OR shows a two is Let B: the event the card is A. P(BUT) = P(B) + P(T) = 30 52 P(BŪT) = P(B) + P(T) − P(B^T) = 28 52 C. P(BUT) = P(B)P(T|B) = 2/2 P(BT) = P(B) · P(T) = 2704 2 B. C. D. 38 52
Transcribed Image Text:c) A card is picked at random: card B: the event the card is a black card. The probability that the card is black AND a face card is [Select] A. P(FOB): P(FB) = 2 6 Let F: the event the card is a face 6 52 [Select] B. P(F^B) = 1⁄2 42 D. P(FUB) = P(F) + P(B) = d) A card is picked at random: black T: the card shows a two. The probability that the card is a black OR shows a two is Let B: the event the card is A. P(BUT) = P(B) + P(T) = 30 52 P(BŪT) = P(B) + P(T) − P(B^T) = 28 52 C. P(BUT) = P(B)P(T|B) = 2/2 P(BT) = P(B) · P(T) = 2704 2 B. C. D. 38 52
A standard deck of cards has 52 cards. The cards have one of 2 colors: 26 cards in the deck are red and 26 are black. The cards have one of 4 denominations: 13 cards are hearts (red), 13 cards are diamonds (red), 13 cards are clubs (black), and 13 cards are spades (black). Each suit has 3 face cards (King, Queen, Jack). a) Two cards are selected at random and the color is recorded. The correct sample space S for the set of possible outcomes is D A, S = {red, black} red), (black, black)} C. S = {0, 1, 2} clubs, spades} B. S = {(red, red), (red, black), (black, D. S = {red, black, hearts, diamonds, b) Two cards are selected at random and the denomination is recorded. The event H is defined as the event that the first card is hearts. Event H is D A. H = {diamonds, clubs, spades} B. H= {hearts, diamonds, clubs, spades} C. H = {(hearts, diamonds), (hearts, clubs), (hearts, spades)} D. H = {(hearts, diamonds), (hearts, clubs), (hearts, spades) (hearts
Transcribed Image Text:A standard deck of cards has 52 cards. The cards have one of 2 colors: 26 cards in the deck are red and 26 are black. The cards have one of 4 denominations: 13 cards are hearts (red), 13 cards are diamonds (red), 13 cards are clubs (black), and 13 cards are spades (black). Each suit has 3 face cards (King, Queen, Jack). a) Two cards are selected at random and the color is recorded. The correct sample space S for the set of possible outcomes is D A, S = {red, black} red), (black, black)} C. S = {0, 1, 2} clubs, spades} B. S = {(red, red), (red, black), (black, D. S = {red, black, hearts, diamonds, b) Two cards are selected at random and the denomination is recorded. The event H is defined as the event that the first card is hearts. Event H is D A. H = {diamonds, clubs, spades} B. H= {hearts, diamonds, clubs, spades} C. H = {(hearts, diamonds), (hearts, clubs), (hearts, spades)} D. H = {(hearts, diamonds), (hearts, clubs), (hearts, spades) (hearts
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