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Number of Similar Preferences Number of Married couples Example 6: Isabel Briggs Myers was a pioneer in the study of personal
Example 3: Suppose you are throwing two fair dice. a) What is the probability that you will rol a sum less than four or bigge
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Answer #1

Total no. of married couples from given data=34+131+124+71+15=375

a)

No. of couples who have all 4 preferences= 34

Pr( 4 preferences)=34/375=0.0906

b)

No of couple who 2 preferences=124

Pr(2 preferences) =124/375=0.3306

c)

Pr(atleast 2)= pr(2)+pr(3)+pr(4)

No of people having 2,3,4 preferences are =124+131+34=289

Therefore pr(atleast 2)= 289/375=0.7706

d)

Pr(less than 2)=1-pr(atleast 2)

Therefore pr(less than 2)=1-0.7707=0.2293

3. a)

No of times sum less than 4 is (1,1) (2,1) (1,2) = 3

No of times sum greater than 10 is (5,6) (6,5) (6,6) = 3

Total no of cases = 36

P( sum less than 4 or greater than 10) is = (3+3)/36 = 6/36 = 1/6.

b)

No of times doubles sum greater than 10 is (6,6) = 1

P( doubled sum greater than 10 is ) = 1/36.

  

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