A bag has 2 baseballs (B), 5 tennis balls (T), and 3 whiffle balls (W) What is the probability of pulling out a baseball? Enter your answers in this order: reduced fraction decimal, and then percent. P(B) 2/10 (reduced fraction) 1/5 (decimal) = 20 % %3D %3D This is an example of experimental probability. How many outcomes are in the sample space? Outcomes 2 %3D In this case, choosing a baseball is the What is the probability of pulling out a tennis ball? P(T) = (reduced fraction) = (decimal) = %. %3D %3D Which is more likely to occur? tennis Why? Because the probability is closer to 1

MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
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Chapter1: Starting With Matlab
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OMail-Robinson, Judy, Studen
https://virtualsc.geniussis.con x
n Unit 1 Test (TG) (page 5 of 8)
scde-genius.mrooms.net/mod/quiz/attempt.php?attempt=10723446&cmid%3D1346416&page%3D4#question-107979*
Sample Space and Probability
A bag has 2 baseballs (B), 5 tennis balls (T), and 3 whiffle balls (W)
What is the probability of pulling out a baseball? Enter your answers in this order: reduced fraction,
decimal, and then percent.
P(B)
2/10
(reduced fraction) =
1/5
(decimal) =
20
This is an example of experimental probability.
How many outcomes are in the sample space? Outcomes
In this case, choosing a baseball is the
What is the probability of pulling out a tennis ball?
P(T) =
(reduced fraction) =
(decimal) =
%.
Which is more likely to occur?
tennis
Why? Because the probability is closer to 1
Please answer all parts of the question.
Transcribed Image Text:OMail-Robinson, Judy, Studen https://virtualsc.geniussis.con x n Unit 1 Test (TG) (page 5 of 8) scde-genius.mrooms.net/mod/quiz/attempt.php?attempt=10723446&cmid%3D1346416&page%3D4#question-107979* Sample Space and Probability A bag has 2 baseballs (B), 5 tennis balls (T), and 3 whiffle balls (W) What is the probability of pulling out a baseball? Enter your answers in this order: reduced fraction, decimal, and then percent. P(B) 2/10 (reduced fraction) = 1/5 (decimal) = 20 This is an example of experimental probability. How many outcomes are in the sample space? Outcomes In this case, choosing a baseball is the What is the probability of pulling out a tennis ball? P(T) = (reduced fraction) = (decimal) = %. Which is more likely to occur? tennis Why? Because the probability is closer to 1 Please answer all parts of the question.
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