am creating a game, based on the pattern of pink or yellow cards, and want to figure out some of the basic possibilities with it. there are two players. game play: this game is based only on the color of each card- there is no value with any card. Both players play three cards from their six card hand. Each hand is based on the three card patterns of pink and yellow cards that are played. Distribute one by one in a row, until the pattern from the deck matches ones of the players patterns. Whoever has the matching pattern wins that hand. Repeat this for 20 hands. (Winner has the most hands won) HERES WHAT I NEED HELP WITH: 1. How many different 3 card pattern can a player play from their 6 cards? List the possible hands: 2. What are the possibilities of each three card pattern being randomly dealt from the player's six cards? 3. What are the probabilities of the first three cards from the deck matching each of the different three card patterns that a player can play?
Contingency Table
A contingency table can be defined as the visual representation of the relationship between two or more categorical variables that can be evaluated and registered. It is a categorical version of the scatterplot, which is used to investigate the linear relationship between two variables. A contingency table is indeed a type of frequency distribution table that displays two variables at the same time.
Binomial Distribution
Binomial is an algebraic expression of the sum or the difference of two terms. Before knowing about binomial distribution, we must know about the binomial theorem.
I NEED MAJOR HELP:
I am creating a game, based on the pattern of pink or yellow cards, and want to figure out some of the basic possibilities with it.
there are two players.
game play: this game is based only on the color of each card- there is no value with any card. Both players play three cards from their six card hand.
Each hand is based on the three card patterns of pink and yellow cards that are played.
Distribute one by one in a row, until the pattern from the deck matches ones of the players patterns. Whoever has the matching pattern wins that hand.
Repeat this for 20 hands. (Winner has the most hands won)
HERES WHAT I NEED HELP WITH:
1. How many different 3 card pattern can a player play from their 6 cards? List the possible hands:
2. What are the possibilities of each three card pattern being randomly dealt from the player's six cards?
3. What are the probabilities of the first three cards from the deck matching each of the different three card patterns that a player can play?
Are you up for the probability challenge?
please show how you have come up with these probabilities.
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