Mutually exclusive versus independent The two-way table summarizes data on the gender and eye color of students in a college statistics class. Imagine choosing a student from the class at random. Define event A: student is male, and event B: student has blue eyes. Copy and complete the two-way table so that events A and B are mutually exclusive. Copy and complete the two-way table so that events A and B are independent. Copy and complete the two-way table so that events A and B are not mutually exclusive and not independent.

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Mutually exclusive versus independent The two-way table summarizes data on the gender and eye color of students in a college statistics class. Imagine choosing a student from the class at random. Define event A: student is male, and event B: student has blue eyes.

  1. Copy and complete the two-way table so that events A and B are mutually exclusive.
  2. Copy and complete the two-way table so that events A and B are independent.
  3. Copy and complete the two-way table so that events A and B are not mutually exclusive and not independent.
Gender
Male
Female
Total
Blue
10
Eye color
Brown
40
Total
20
30
50
Transcribed Image Text:Gender Male Female Total Blue 10 Eye color Brown 40 Total 20 30 50
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