A mom walks into her child's room and finds clothes all over the floor. 20% of the clothes are clean. She randomly picks up 5 articles of clothing. 1. We can expect 1 v out of 5 v articles of clothing to be clean. 2. The standard deviation is 0.20 x. (Round to the nearest tenth, if necessary.) 3. Because the distribution has a probability of success (P(S)) that is small (closer to 0) + ♥ , the distribution is close to skewed right (positive) 4. Use the probability formula P(r) -, C,p'q"* to create a binomial n-r

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter10: Statistics
Section10.4: Distributions Of Data
Problem 19PFA
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A mom walks into her child's room and finds clothes all over the floor. 20% of the
clothes are clean. She randomly picks up 5 articles of clothing.
1. We can expect 1
out of 5
articles of clothing to be
clean.
2. The standard deviation is 0.20
x . (Round to the nearest tenth, if
necessary.)
3. Because the distribution has a probability of success (P(S)) that is
small (closer to 0) + , the distribution is close to
skewed right (positive)
4. Use the probability formula P(r) =n Crp'q" to create a binomial
distribution table.
P(r)
Probability formula
Round to the tenth, if necessary.
Enter the probability only.
Round to the 4th decimal
place, if necessary.
v ( 0.2
1
1
x ( 1
x ) 5
v ( 0.2
1
( 2
x )
v ( 0.2
1
3
( 3
x )
5
v ( 0.2
1
4
X ( 4
x )
2
v ( 0.2
1
X ( 5
x )
1
v ( 0.2
6
( 6
* ) 0
2.
2.
Transcribed Image Text:A mom walks into her child's room and finds clothes all over the floor. 20% of the clothes are clean. She randomly picks up 5 articles of clothing. 1. We can expect 1 out of 5 articles of clothing to be clean. 2. The standard deviation is 0.20 x . (Round to the nearest tenth, if necessary.) 3. Because the distribution has a probability of success (P(S)) that is small (closer to 0) + , the distribution is close to skewed right (positive) 4. Use the probability formula P(r) =n Crp'q" to create a binomial distribution table. P(r) Probability formula Round to the tenth, if necessary. Enter the probability only. Round to the 4th decimal place, if necessary. v ( 0.2 1 1 x ( 1 x ) 5 v ( 0.2 1 ( 2 x ) v ( 0.2 1 3 ( 3 x ) 5 v ( 0.2 1 4 X ( 4 x ) 2 v ( 0.2 1 X ( 5 x ) 1 v ( 0.2 6 ( 6 * ) 0 2. 2.
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