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UFM Statistics
Central limit theorem
Q7
Edexcel S2 2010 January — Question 7
Exam Board
Edexcel
Module
S2 (Statistics 2)
Year
2010
Session
January
Topic
Central limit theorem
Type
Deriving sampling distribution
A bag contains a large number of coins. It contains only \(1 p\) and \(2 p\) coins in the ratio \(1 : 3\)
Find the mean \(\mu\) and the variance \(\sigma ^ { 2 }\) of the values of this population of coins.
A random sample of size 3 is taken from the bag.
List all the possible samples.
Find the sampling distribution of the mean value of the samples.
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