Venn Diagram WorksheetsGrades 6–7–8

Venn Diagram Probability (Reduced Fractions) Worksheets

Calculate the probability of selecting an element from a Venn diagram region as a simplified fraction.

Venn Diagram Probability (Reduced Fractions)

Seed #104729

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Find the probability for each Venn diagram event as a reduced fraction.

Find the probability P(Both A and B) as a reduced fraction (Total = 34): P(Both A and B) = ______

Find the probability P(Only A) as a reduced fraction (Total = 51): P(Only A) = ______

Find the probability P(Set A) as a reduced fraction (Total = 38): P(Set A) = ______

Find the probability P(Neither A nor B) as a reduced fraction (Total = 54): P(Neither A nor B) = ______

Find the probability P(Both A and B) as a reduced fraction (Total = 58): P(Both A and B) = ______

Find the probability P(Only A) as a reduced fraction (Total = 36): P(Only A) = ______

Find the probability P(Set A) as a reduced fraction (Total = 36): P(Set A) = ______

Find the probability P(Neither A nor B) as a reduced fraction (Total = 42): P(Neither A nor B) = ______

Read 2-set and 3-set SVG Venn diagrams to find counts for Only A, Both, Neither, and Total.

Grades 3–4–5–6

Find the missing region count (?) in 2-set and 3-set Venn diagrams using the universal total.

Grades 4–5–6–7

Sort lists of numbers or shapes into two- or three-circle Venn diagrams and count the target region.

Grades 3–4–5–6