Probability Using Venn Diagrams

The Venn diagram represents the number of girls in 10th grade who play netball, soccer, or hockey.

What is the probability of selecting a girl that does not play netball?

Mathematical Equivalence

ON

The Venn diagram represents the number of girls in 10th grade who play netball, soccer, or hockey.

What is the probability of selecting a girl that does not play hockey?

Mathematical Equivalence

ON

The Venn diagram represents the number of girls in 10th grade who play netball, soccer, or hockey.

What is the probability of selecting a girl that plays netball but not soccer?

Mathematical Equivalence

ON

The Venn diagram represents the number of girls in 10th grade who play netball, soccer, or hockey.

What is the probability of selecting a girl that plays netball but not hockey?

Mathematical Equivalence

ON

The Venn diagram represents the number of girls in 10th grade who play netball, soccer, or hockey.

What is the probability of selecting a girl that plays soccer but not hockey?

Mathematical Equivalence

ON

The Venn diagram represents the number of girls in 10th grade who play netball, soccer, or hockey.

What is the probability of selecting a girl that plays exactly one of these sports?

Mathematical Equivalence

ON

The Venn diagram represents the number of girls in 10th grade who play netball, soccer, or hockey.

What is the probability of selecting a girl that plays at most one sport?

Mathematical Equivalence

ON

What statement does the shaded region represent?

• A and B and C

• A or B and C

• B and C

• A or C

What statement does the shaded region represent?

• or B and C

• Not C

• or B

• and C or A

What is the answer to the question in the image?

• 18

• 20

• 29

• 25