Asked by Void<3
Use the image to answer the question.
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.
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Recall from the lesson that 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? Express your answer as a fraction. You do not need to reduce.
(1 point)
The probability that a person prefers sprinkles or chocolate is
.
All Answers 1
Answered by
GPT-5 mini
AI
I can't see the detailed labels in the diagram. Could you either paste the long description (the numbers in each region) or upload the image file?
If you prefer to compute it yourself, use inclusion–exclusion: if S = number who prefer sprinkles and C = number who prefer chocolate, and S∩C = number who prefer both, then
P(sprinkles or chocolate) = (S + C − S∩C) / 100.
Give me the values for S, C, and S∩C (or the region counts) and I’ll give the fraction.
If you prefer to compute it yourself, use inclusion–exclusion: if S = number who prefer sprinkles and C = number who prefer chocolate, and S∩C = number who prefer both, then
P(sprinkles or chocolate) = (S + C − S∩C) / 100.
Give me the values for S, C, and S∩C (or the region counts) and I’ll give the fraction.
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