To find the probability that a person prefers sprinkles or prefers chocolate on their ice cream, we need to add the number of people who prefer sprinkles, the number of people who prefer chocolate, and the number of people who prefer both sprinkles and chocolate.
39 + 12 + 15 = 66
So, the probability that a person prefers sprinkles or prefers chocolate on their ice cream is 66/100 or 0.66.
This Venn diagram represents 100 people's responses to three different statements about their favorite ways to eat ice cream. Based on the diagram, what is the probability that a person prefers sprinkles or prefers chocolate on their ice cream?
A Venn diagram shows the results of a survey of 100 people regarding their favorite way to eat ice cream. Three circles intersect and are labeled to show the data.
(1 point)
Responses
39100
39 over 100
12100
12 over 100
15100
15 over 100
85100
1 answer
13 answers