USE THE ABOVE INFORMATION TO ANSWER THE QUESTIONS BELOW: (Express your answer as decimal and percent; NO fraction) 1) What is the probability that the child selected tan shorts? P(tan shorts) 2) What is the probability that the child selected a yellow shirt and black pants? P(yellow shirt and black pants) 3) If the bear is wearing tan shorts, what's the probability that the child selected a blue shirt? P(blue shirt / tan shorts) 4) If the bear is wearing a red shirt, what's the probability that the child selected black shorts? P(black shorts / red shirt)
USE THE ABOVE INFORMATION TO ANSWER THE QUESTIONS BELOW: (Express your answer as decimal and percent; NO fraction) 1) What is the probability that the child selected tan shorts? P(tan shorts) 2) What is the probability that the child selected a yellow shirt and black pants? P(yellow shirt and black pants) 3) If the bear is wearing tan shorts, what's the probability that the child selected a blue shirt? P(blue shirt / tan shorts) 4) If the bear is wearing a red shirt, what's the probability that the child selected black shorts? P(black shorts / red shirt)
Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter10: Statistics
Section10.6: Summarizing Categorical Data
Problem 11CYU
Related questions
Question
![O
D
PART 6: GIFT SHOP (TREE DIAGRAMS)
(fill in the name you have
Your mascot for the park is a furry brown bear named.
chosen). You have decided to sell a small stuffed animal version of him in your gift shop for kids. In order to
• make it more exciting, you are letting each child choose the bear's outfit. When the children choose a shirt color,
there is a 60% chance they choose red, there's a 30% chance they choose blue, and a 10% chance they choose
yellow. They can then choose either black or tan shorts. When they select a red shirt, there's a 40% chance they
choose black shorts. When they select a blue shirt, there's a 70% chance they choose black shorts. When they
• select a yellow shirt, there's a 90% chance they choose black shorts. In the space below, create a tree diagram
showing all the different possible outcomes for the bear's outfit.
●
USE THE ABOVE INFORMATION TO ANSWER THE QUESTIONS BELOW: (Express your answer as decimal
and percent; NO fraction)
1) What is the probability that the child selected tan shorts? P(tan shorts)
2) What is the probability that the child selected a yellow shirt and black pants?
P(yellow shirt and black pants)
3) If the bear is wearing tan shorts, what's the probability that the child selected a blue shirt?
P(blue shirt /tan shorts)
4) If the bear is wearing a red shirt, what's the probability that the child selected black shorts?
P(black shorts/red shirt)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fa45ca1fb-c6d4-4fe1-8d23-bbf2f07cd8d6%2F6b8d0db8-97c2-473c-8581-d5347bd168a8%2Ftwsv3t9_processed.jpeg&w=3840&q=75)
Transcribed Image Text:O
D
PART 6: GIFT SHOP (TREE DIAGRAMS)
(fill in the name you have
Your mascot for the park is a furry brown bear named.
chosen). You have decided to sell a small stuffed animal version of him in your gift shop for kids. In order to
• make it more exciting, you are letting each child choose the bear's outfit. When the children choose a shirt color,
there is a 60% chance they choose red, there's a 30% chance they choose blue, and a 10% chance they choose
yellow. They can then choose either black or tan shorts. When they select a red shirt, there's a 40% chance they
choose black shorts. When they select a blue shirt, there's a 70% chance they choose black shorts. When they
• select a yellow shirt, there's a 90% chance they choose black shorts. In the space below, create a tree diagram
showing all the different possible outcomes for the bear's outfit.
●
USE THE ABOVE INFORMATION TO ANSWER THE QUESTIONS BELOW: (Express your answer as decimal
and percent; NO fraction)
1) What is the probability that the child selected tan shorts? P(tan shorts)
2) What is the probability that the child selected a yellow shirt and black pants?
P(yellow shirt and black pants)
3) If the bear is wearing tan shorts, what's the probability that the child selected a blue shirt?
P(blue shirt /tan shorts)
4) If the bear is wearing a red shirt, what's the probability that the child selected black shorts?
P(black shorts/red shirt)
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