C. B. A. 3. Student Name: Marlon Dawson You are playing a game that requires you to spin the two spinners below. 1 Yellow Red 3 2 Draw a tree diagram representing the sample space. Yellow Red /1\/1\ バ 123 123 What is the probability of getting a Red and a 2? P(R, 2) = 23 What is the probability of getting a Yellow OR a 3? Team: n

C. B. A. 3. Student Name: Marlon Dawson You are playing a game that requires you to spin the two spinners below. 1 Yellow Red 3 2 Draw a tree diagram representing the sample space. Yellow Red /1\/1\ バ 123 123 What is the probability of getting a Red and a 2? P(R, 2) = 23 What is the probability of getting a Yellow OR a 3? Team: n

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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Neither Andrew nor David likes to set the table for dinner. They toss a coin to decide who will set the table. David always picks tails. What is the probability David will set the table 3 days in a row? Use a tree diagram to show your work.
8. Four people enter their names into a drawing. The winner receives one of two different prizes that are randomly selected. The tree diagram represents all possible outcomes. Rob Sonja Jack Ang T-shirt Mug T-shirt Mug T-shirt Mug T-shirt Mug Part A What is the probability that Ang wins and is given a mug? Explain. Part B Will the probability change if the prize were chosen first? Explain.
Inside a bag, there are 5 quarters, 2 nickels, and 4 dimes. Two coins are randomly drawn without replacement. Calculate the probability of drawing one quarter and one dime. The tree diagram has been started below.
When three athletes compete, the probability of winning the race for the first athlete (A1) is 1/3, the probability for the second athlete (A2) to win the race 1/4, and the probability for the third athlete (A3) to win the race 1/5. Athletes compete 2 times. What is the probability of winning the first race A1 and second race A2, or first race A1 and second race A3?Note: Use the tree diagram. The requested P(A1A2 or A1A3=P(A1A2UA1A3)=P(A1A2)+P(A1A3)
K From a set of ten marbles, seven red and three yellow, we choose one at random. a. What are the odds in favor of choosing a red marble? b. What are the odds against choosing a red marble? a. The odds in favor of choosing a red marble are (Simplify your answers.)
A Tools ▼ 3. Sebastian is playing a game that requires him to roll a 6-sided die and then spin the arrow on a spinner that is divided into four equal parts (blue, red, yellow, and green). a. Draw an area model to represent the possible outcomes of the game. Make sure to label accordingly. b. What is the probability that Sebastian will roll a 5?
In the game of keno, if eight spots are marked the player wins if five or more of their spots are selected. What is the probability of 8 winning spots? probability of 7 winning spots? probability of 6 winning spots? probability of 5 winning spots? probability of less than 5 winning spots?
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