Problem preview

S-CP.5 Warmup M2-067-A05-V03

Explain conditional probability and independence in everyday language and situations.

Translate an everyday conditional probability statement by identifying the condition and the target event

Problem

Translate “Of customers who used a coupon, \(45\%\) returned” into conditional probability notation without reversing the condition.

Answer choices

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P(returned | used coupon) = 0.45

P(used coupon | returned) = 0.45

P(returned ∩ used coupon) = 0.45

P(returned) = 0.45

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Curriculum context

Course: Math II
Standard: S-CP.5
Category: Statistics and Probability
Domain: Conditional Probability and the Rules of Probability
Objective: Explain conditional probability and independence in everyday language and situations.
Problem type: Translate an everyday conditional probability statement by identifying the condition and the target event