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Monthly spending ($)

 

 

 

 

 

 

Age

20s

30s

$0.00 - $49.99

75

29

$50.00 - $99.99

91

83

$100.00 - $149.99

113

90

$150.00 - $199.99

89

128

$200.00 - $249.99

63

159

$250.00 or more

34

46

Total customers

465

535

 

Are the events “age of 20s” and “monthly spending of $250.00 or more” mutually exclusive? Explain using probabilities.


Monthly spending ($)

 

 

 

 

 

 

Age

20s

30s

$0.00 - $49.99

75

29

$50.00 - $99.99

91

83

$100.00 - $149.99

113

90

$150.00 - $199.99

89

128

$200.00 - $249.99

63

159

$250.00 or more

34

46

Total customers

465

535

 

a. Given that a customer spends $200.00 or more, what is the probability that he/she is in his/her 30s?



Monthly spending ($)

 

 

 

 

 

 

Age

20s

30s

$0.00 - $49.99

75

29

$50.00 - $99.99

91

83

$100.00 - $149.99

113

90

$150.00 - $199.99

89

128

$200.00 - $249.99

63

159

$250.00 or more

34

46

Total customers

465

535

 

a. Given that a customer is in his/her 20s, what is the probability that he/she spends less than $100.00?



Monthly spending ($)

 

 

 

 

 

 

Age

20s

30s

$0.00 - $49.99

75

29

$50.00 - $99.99

91

83

$100.00 - $149.99

113

90

$150.00 - $199.99

89

128

$200.00 - $249.99

63

159

$250.00 or more

34

46

Total customers

465

535

 


a. What is the probability that a customer spends at least $150.00 and is in his/her 30s?



Monthly spending ($)

 

 

 

 

 

 

Age

20s

30s

$0.00 - $49.99

75

29

$50.00 - $99.99

91

83

$100.00 - $149.99

113

90

$150.00 - $199.99

89

128

$200.00 - $249.99

63

159

$250.00 or more

34

46

Total customers

465

535

 


a. What is the probability that a customer is in his/her 20s?



the head of the math department claims that the mean height of grade 7 students is 163 cm. the mean height of randomly selected grade 7 students is 161 cm. using 0.05 significance level can it be concluded that the mean height of grade 7 students is shorter than 163 cm?


Suppose that the New England Colonials baseball team is equally likely to win a game as not to win it. If 5 Colonials games are chosen at random, what is the probability that exactly 2 of those games are won by the Colonials?


A population consist of the four numbers1,2,4,and 5. List all the possible sample size n=3 population mean


The set X = {12, 15, a, b} has a mean 15.5 and median 16. It is given that set X is arranged in ascending order.

Determine the values of a and b. [2 marks]

Find the standard deviation of set X. [1 mark]

When each number in set X is decreased by 10, find the mean and standard deviation. [2 marks]

If each number of X is increased by 100%, find the mean and standard deviation.


Consider all possible samples of size 2 that can be drawn with replacement

from the population consists of numbers 1,2, and 3


a. mean of the sampling distribution

b. variance of the sampling distribution

c. standard deviation of the sampling distribution

 


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