Question

1. Create a Venn diagram with 3 overlapping sets, A, B, and C. 38% in A 53% in B 41% in C 23% in both A and B 20% in both A and C 22% in both B and C What could be the probability of a random element being in A, B, and C? Explain [2 marks] [2 marks]

          1. Create a Venn diagram with 3 overlapping sets, A, B, and C.
38% in A
53% in B
41% in C
23% in both A and B
20% in both A and C
22% in both B and C
What could be the probability of a random element being in A, B, and C? Explain
[2 marks]
[2 marks]

1. Create a Venn diagram with 3 overlapping sets, A, B, and C.
38% in A
53% in B
41% in C
23% in both A and B
20% in both A and C
22% in both B and C
What could be the probability of a random element being in A, B, and C? Explain
[2 marks]
[2 marks]

Added by Teresa P.

Elementary Statistics a Step by Step Approach

Allan G. Bluman 9th Edition

Instant Answer

Solved by Expert Ahmad Reda

08/31/2022

Step 1

We will represent the percentages given in the problem as areas within the circles. Show more…

Show all steps

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Create a Venn diagram with 3 overlapping sets, A, B, and C. [2 marks] 38% in A 53% in B 41% in C 23% in both A and B 20% in both A and C 22% in both B and C What could be the probability of a random element being in A,B, and C ? Explain [2 marks] 22% in both B and C 20% in both A and C 23% in both A and B 41% in C 53% in B 38%in A Create a Venn diagram with 3 overlapping sets, A, B, and C. What could be the probability of a random element being in A, B, and C? Explain [2 marks] [2 marks]