We are creating a new card game with a new deck. Unlike
the normal deck that...
We are creating a new card game with a new deck. Unlike
the normal deck that has 13 ranks (Ace through King) and 4 Suits
(hearts, diamonds, spades, and clubs), our deck will be made up of
the following.
Each card will have:
i) One rank from 1 to 15.
ii) One of 5 different suits.
Hence, there are 75 cards in the deck with 15 ranks for each of the
5 different suits, and none of the cards will...
A card game is played with 52 cards divided equally between four
players North, South, East...
A card game is played with 52 cards divided equally between four
players North, South, East and West, all arrangements being equally
likely. Thirteen of the cards are referred to as trumps. If you
know that North and South have ten trumps between them
a. What is the probability that all three remaining trumps are
in the same hand?
b. If it is known that the king of trumps is included among the
other three, what is the probability that...
We are creating a new card game with a new deck. Unlike
the normal deck that...
We are creating a new card game with a new deck. Unlike
the normal deck that has 13 ranks (Ace through King) and 4 Suits
(hearts, diamonds, spades, and clubs), our deck will be made up of
the following.
Each card will have:
i) One rank from 1 to 15.
ii) One of 5 different suits.
Hence, there are 75 cards in the deck with 15 ranks for each of the
5 different suits, and none of the cards will...
One variation of the game of Nim, described in Chapter 5
Exercise 12, is played with...
One variation of the game of Nim, described in Chapter 5
Exercise 12, is played with four
piles of stones. Initially, the piles contain 1, 2, 3, and 4
stones. On each turn, a player may
take 1, 2, or 3 stones from a single pile. The player who takes the
last stone loses.
a) Write a program that allows two players to play Nim. Be sure to
allow only legal
moves. The program should be written so that it...
Problem 4)A simplified version of the dice game 10,000 is played
using 5 dice. The player...
Problem 4)A simplified version of the dice game 10,000 is played
using 5 dice. The player rolls the 5 six-sided dice, each 1 that is
rolled, the player achieves a score of 100.
A) How many possible ways are there to roll i l's over these 5
dice? (Hint: use combinations)
B) The probability of any one dice rolling to a value of 1 is
1/5 (since each dice has six sides). Use the binomial probability
distribution. Calculate the probability...
3.) A card game uses 36 cards, numbered 1-9 in four suits
(clubs, diamonds, hearts, and...
3.) A card game uses 36 cards, numbered 1-9 in four suits
(clubs, diamonds, hearts, and spades). The cards are dealt to
players so that each player has a hand of 9 cards. how many
different 9-card hands are possible? Jules plays this game and
recieves a hand with no hearys cards ar all. What is the
proabability that a 9-card hand in this game would have 0
hearts?
4.) Micheala has an MP3 players randomly select a song for...
Suppose you are playing a game of five-card poker where you are
dealt a hand of...
Suppose you are playing a game of five-card poker where you are
dealt a hand of 5 cards from a standard deck of 52 playing cards.
Each card has one of 13 values, 2,3,…,10,J,Q,K,A2,3,…,10,J,Q,K,A,
and one of 4 suits, ♡,♢,♠,♣♡,♢,♠,♣
A hand called a royal flush consists of cards of
the values 10,J,Q,K,A10,J,Q,K,A, all from the same suit. For
instance, a royal flush with hearts would be
10♡,J♡,Q♡,K♡,A♡10♡,J♡,Q♡,K♡,A♡.
Now, actually getting a royal flush in poker is incredibly rare (in...
16. Determine the total number of different arrangements of
three or four toys from a basket...
16. Determine the total number of different arrangements of
three or four toys from a basket of eight different toys
17. A motorcycle licence plate consists of two or three letters
followed by four digits. How many licence plates can be made?
18. A club has 18 members. In how many ways could a president,
vice president, treasurer and secretary be chosen?
19. How many ways are there to select four people from a group
of nine people, without regard...