Florida B.E.S.T. MA.912.DP.4.3
The Standard
Calculate the conditional probability of two events and interpret the result in terms of its context.
Florida B.E.S.T. Standards for Mathematics
Teacher's field guide
What This Standard Means
What Students Need to Do
- Students find a probability after the sample space has been limited by a given condition. They use tables, tree diagrams, or counts and explain what the result means in context.
What Mastery Looks Like
- Given a two-way table or scenario, a student identifies the restricted group, forms the correct fraction, and computes P(A | B). The student names the condition when explaining the result and can compare it with P(A).
Common Misconceptions
- Students often use the total sample size instead of the size of the restricted group as the denominator. They may reverse the condition or assume P(A | B) equals P(B | A). They also confuse the overlap of two events with a conditional probability.
How to Assess It
- Exit ticket: Of 40 students, 24 play a sport, and 9 of those 24 have jobs. Find the probability that a student has a job given that the student plays a sport, then interpret it.
Lesson moves
Ways to Teach It
Give pairs 30 colored shape cards; students sort by color, then find the fraction of red cards that are triangles.
Students explain why P(rain | cloudy) can differ from P(cloudy | rain), using each condition to name the restricted group.
Run a matching game where students pair conditional probability questions with the correct fraction from four small two-way tables.
Use a week of weather records to find the chance of rain given a cloudy morning, then interpret the result.
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Related Standards
- MA.7.DP.2.2
Given the probability of a chance event, interpret the likelihood of it occurring. Compare the probabilities of chance events.
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