PEARSON (PEARSON) • PAPER 3B: Further Statistics 1
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PAPER 3B: Further Statistics 1 2
Latest notes & summaries PEARSON (PEARSON) • PAPER 3B: Further Statistics 1
. Kelly throws a tetrahedral die n times and records the number on which it lands for each throw. 
 	She calculates the expected frequency for each number to be 43 if the die was unbiased. 
 	The table below shows three of the frequencies Kelly records but the fourth one is missing. 
Number	1	2	3	4 
Frequency	47	34	36	x 
(a)	Show that x = 55 
(1) 
 	Kelly wishes to test, at the 5% level of significance, whether or not there is evidence that the tetrahedral die is unbiased. 
(b)	Explain why ther...
- Exam (elaborations)
- • 24 pages's •
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PEARSON•PAPER 3B: Further Statistics 1
Preview 3 out of 24 pages
. Kelly throws a tetrahedral die n times and records the number on which it lands for each throw. 
 	She calculates the expected frequency for each number to be 43 if the die was unbiased. 
 	The table below shows three of the frequencies Kelly records but the fourth one is missing. 
Number	1	2	3	4 
Frequency	47	34	36	x 
(a)	Show that x = 55 
(1) 
 	Kelly wishes to test, at the 5% level of significance, whether or not there is evidence that the tetrahedral die is unbiased. 
(b)	Explain why ther...
Kelly throws a tetrahedral die n times and records the number on which it lands for each throw. 
 	She calculates the expected frequency for each number to be 43 if the die was unbiased. 
 	The table below shows three of the frequencies Kelly records but the fourth one is missing. 
Number	1	2	3	4 
Frequency	47	34	36	x 
(a)	Show that x = 55 
(1) 
 	Kelly wishes to test, at the 5% level of significance, whether or not there is evidence that the tetrahedral die is unbiased. 
(b)	Explain why there ...
- Exam (elaborations)
- • 24 pages's •
-
PEARSON•PAPER 3B: Further Statistics 1
Preview 3 out of 24 pages
Kelly throws a tetrahedral die n times and records the number on which it lands for each throw. 
 	She calculates the expected frequency for each number to be 43 if the die was unbiased. 
 	The table below shows three of the frequencies Kelly records but the fourth one is missing. 
Number	1	2	3	4 
Frequency	47	34	36	x 
(a)	Show that x = 55 
(1) 
 	Kelly wishes to test, at the 5% level of significance, whether or not there is evidence that the tetrahedral die is unbiased. 
(b)	Explain why there ...