What is the likelihood that 5 will be broken?

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Reference no: EM132151956

Binomial Distribution Problems

(1) A company owns 400 laptops. Each laptop has an 8% probability of not working. You randomly select 20 laptops for your salespeople.

(a) What is the likelihood that 5 will be broken?

(b) What is the likelihood that they will all work?

 

1

2

3

4

5

6

7

8

9

Method A

90

86

72

65

44

52

46

38

43

Method B

85

87

70

62

44

53

42

35

46

 

(c) What is the likelihood that they will all be broken?

2)An HDTV is made from 100 components. Each component has a .005 probability of being defective. What is the probability that an HDTV will not work perfectly?

A Hypothesis Test for Dependent Samples

Example 1:
Two methods of memorizing difficult material are being tested. Nine pair of students matched according to IQ and background and then assigned to one of the two methods at random. A test is finally given to all students with the following results:

Using the 0.05 level of significance is there a difference if effectiveness of the two methods?

 

 

Reference no: EM132151956

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