solve number 4 Each card in a standard deck of cards has a rank and a suit. The cards are ranked from2 to 10, followed by the 3 face cards: Jack, Queen, King, and the highest ranked card isthe Ace, for a total of 13 card ranks. There are four card suits (spades -, clubs -hearts -, diamonds -). In total, the deck has 52 cards with a rank and a suit. Acasino might use digital cards displayed on a screen, which allows the dealer to dealfrom a deck with an infinite number of cards. When a card, (e.g., Q) is "dealt" from thisinfinitely large deck, there are still an infinite number of that card remaining in the deck.The following questions assume that we are talking about an infinitely large deck ofdigital cards containing no jokers. Indicate probabilities as percentages to 2 decimalplaces (e.g., .66666... = 66.67%).1. When dealing a card from this deck to each player, why are these random samples?2. What is the size of the sample space for drawing a single card?5238.48% 3. What is the probability that you are dealt a(n) even-numbered card|4. What is the probability that you are dealt a(n) black card ranked 9 or higher|5. In a game called Blackjack, the goal is to have cards worth as close as possible to21 points, without going over. Each numbered cards is worth its rank value (e.g., a4 is worth 4 points) and the face cards are worth 10 points. An Ace is worth either1 or 11 points (your choice). Suppose you were already dealt a 7 V and 8 . Ifyou ask to be dealt 1 more card, what is the probability that your total points will notexceed 21?6. You automatically win with a "Blackjack" hand if you score 21 by being dealt an Ace(11 points) and either Jor J(10 points). What is the probability of winning with aBlackjack hand?

Part (4) Out of 52 cards, 26 cards are blacks. Therefore, the number of black cards is 26. Then, the…

Each card in a standard deck of cards has a rank and a suit. The cards are ranked from 2 to 10, followed by the 3 face cards: Jack, Queen, King, and the highest ranked card is the Ace, for a total of 13 card ranks. There are four card suits (spades -, clubs - hearts -, diamonds -). In total, the deck has 52 cards with a rank and a suit. A casino might use digital cards displayed on a screen, which allows the dealer to deal from a deck with an infinite number of cards. When a card, (e.g., Q) is "dealt" from this infinitely large deck, there are still an infinite number of that card remaining in the deck. The following questions assume that we are talking about an infinitely large deck of digital cards containing no jokers. Indicate probabilities as percentages to 2 decimal places (e.g., .66666... = 66.67%).

Each card in a standard deck of cards has a rank and a suit. The cards are ranked from 2 to 10, followed by the 3 face cards: Jack, Queen, King, and the highest ranked card is the Ace, for a total of 13 card ranks. There are four card suits (spades -, clubs - hearts -, diamonds -). In total, the deck has 52 cards with a rank and a suit. A casino might use digital cards displayed on a screen, which allows the dealer to deal from a deck with an infinite number of cards. When a card, (e.g., Q) is "dealt" from this infinitely large deck, there are still an infinite number of that card remaining in the deck. The following questions assume that we are talking about an infinitely large deck of digital cards containing no jokers. Indicate probabilities as percentages to 2 decimal places (e.g., .66666... = 66.67%).

A First Course in Probability (10th Edition)

10th Edition

ISBN:9780134753119

Author:Sheldon Ross

Publisher:Sheldon Ross

Chapter1: Combinatorial Analysis

Section: Chapter Questions

Problem 1.1P: a. How many different 7-place license plates are possible if the first 2 places are for letters and...

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Equations and Inequations

Equations and inequalities describe the relationship between two mathematical expressions.

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A linear function can just be a constant, or it can be the constant multiplied with the variable like x or y. If the variables are of the form, x2, x1/2 or y2 it is not linear. The exponent over the variables should always be 1.

Question

solve number 4

Each card in a standard deck of cards has a rank and a suit. The cards are ranked from
2 to 10, followed by the 3 face cards: Jack, Queen, King, and the highest ranked card is
the Ace, for a total of 13 card ranks. There are four card suits (spades -, clubs -
hearts -, diamonds -). In total, the deck has 52 cards with a rank and a suit. A
casino might use digital cards displayed on a screen, which allows the dealer to deal
from a deck with an infinite number of cards. When a card, (e.g., Q) is "dealt" from this
infinitely large deck, there are still an infinite number of that card remaining in the deck.
The following questions assume that we are talking about an infinitely large deck of
digital cards containing no jokers. Indicate probabilities as percentages to 2 decimal
places (e.g., .66666... = 66.67%).
1. When dealing a card from this deck to each player, why are these random samples?
2. What is the size of the sample space for drawing a single card?
52
38.48% 3. What is the probability that you are dealt a(n) even-numbered card
|4. What is the probability that you are dealt a(n) black card ranked 9 or higher
|5. In a game called Blackjack, the goal is to have cards worth as close as possible to
21 points, without going over. Each numbered cards is worth its rank value (e.g., a
4 is worth 4 points) and the face cards are worth 10 points. An Ace is worth either
1 or 11 points (your choice). Suppose you were already dealt a 7 V and 8 . If
you ask to be dealt 1 more card, what is the probability that your total points will not
exceed 21?
6. You automatically win with a "Blackjack" hand if you score 21 by being dealt an Ace
(11 points) and either Jor J(10 points). What is the probability of winning with a
Blackjack hand?

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