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solong [7]
2 years ago
14

Let x stand for the length of an individual screw. 100 screws were sampled at a time. The population mean is 2.5 inches and the

population standard deviation is 0.2 inches.
What is the mean of the sampling distribution of sample means?
Mathematics
1 answer:
goldfiish [28.3K]2 years ago
8 0

Answer:

The mean is defining the average length(2.5in) of the 100 measured screws.

Step-by-step explanation:

The mean is usually calculated in order to determine the average of a set of values.

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A group of college DJs surveyed students to find out what music to plan for their upcoming parties. Thirty percent of the studen
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Answer:

A - The proportion of students that like trance music but not dubstep is 10%

B - The proportion of students that like either dubstep or trance is 40%

C - The proportion of students that like neither trance music nor dubstep is 60%

D - The proportion of students that didn’t select any of the music options available on the survey was 40%

E - The proportion of students that preferred either dubstep or trance is calculated by: P(D) + P(T) - P(D and T)

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Step-by-step explanation:

P(D)=the students preferred dubstep=30%

P(T)=the students selected trance music=25%

P(H)=the students selected house music=20%

P(D and T)=the students liked both dubstep and trance=15%

<em><u>A - The proportion of students that like trance music but not dubstep is:</u></em>

P(T) - P(D and T)=25%-15%=10%

<u><em>B - The proportion of students that like either dubstep or trance is:</em></u>

P(D) + P(T) - P(D and T) =30%+25%-15% = 40%

<u><em>C - The proportion of students that like neither trance music nor dubstep is</em></u>

100% - (P(D) + P(T) - P(D and T) ) =60%

<u><em>D - The proportion of students that didn’t select any of the music options available on the survey was:</em></u>

100% - (P(H)+P(D) + P(T) - P(D and T) ) =40%

<u><em>F - The conditional probability that a student likes dubstep, given that he or she likes trance music, is:</em></u>

\frac{P(D and T)}{P(T)} =\frac{0.15}{0.25} =0.60

<u><em /></u>

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