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Two-Way Tables & Evaluating Independence

Total questions: 11

Worksheet time: 25mins

Name
Class
Date
1.

Determine P(Male)

a)

21/240

b)

156/240

c)

60/240

d)

180/240

2.

Determine the probability of a randomly selecting a person that drives a SUV.

a)

156/240

b)

84/240

c)

21/240

d)

135/240

3.

Determine P(Female)

a)

135/240

b)

45/240

c)

60/240

d)

180/240

4.

Determine the probability of a randomly selecting a person that drives a sports car.

a)

39/240

b)

45/240

c)

84/240

d)

60/240

5.

Let M represent the event of randomly selecting a male. Let S represent the event of randomly selecting a person that drives a SUV.

Determine P(M|S).

a)

60/156

b)

21/156

c)

21/60

d)

21/240

6.

Let M represent the event of randomly selecting a male. Let S represent the event of randomly selecting a person that drives a SUV.

Determine P(S|M).

a)

21/156

b)

21/240

c)

21/60

d)

60/156

7.

Let M represent the event of randomly selecting a male. Let S represent the event of randomly selecting a person that drives a SUV.

Determine if the events M and S are independent.

a)

Independent

b)

Not Independent

8.

Determine the probability of being a first class passenger and surviving the plane crash.

a)

500/1317

b)

201/324

c)

201/1317

d)

823/1317

9.

Are the events "first class passenger" and "survived" independent?

a)

Independent

b)

Not Independent

10.

Determine the probability of a randomly selected person having brown hair and blue eyes (just like Ms. Van Horn!!).

a)

18/50

b)

26/50

c)

13/50

d)

4/50

11.

Are the events "blonde" hair and "blue" eyes independent?

a)

Independent

b)

Not Independent