STANDARDS: MCC9-12.S.CP.1, MCC9-12.S.CP.2, MCC9-12.S.CP.3, MCC9-12.S.CP.4, MCC9-12.S.CP.5.
PLOT: IN THIS STORY YOU WILL FIND TIMOTHY AND HIS THREE BESTFRIENDS, MADISON, COREY, AND BRIANNA. FINDING ALL TYPES OF PROBABILITY AROUND THERE THE BROOKLYN AREA. FIGURING OUT THE DIFFERENT INDEPENDENT ANDDEPENDENT EVENTS.

Created & published on StoryJumper™ ©2025 StoryJumper, Inc.
All rights reserved. Sources: storyjumper.com/attribution
Preview audio:
storyj.mp/ac8hpx5vj5b7
It was a sunny afternoon in Brooklyn, New York playground. Where you find Timothy, Madison, Corey, and Briana with nothing to do.
2
So they plan on playing a game that deals with probability. They want to use all the sample space all around them.
3
Madison makes a Two-way Frequency Table of how many kids in the playground has bikes and skateboards. Corey set A is the number of kids who has skateboards while Briana set B is the number of kids with bikes.
4
TIMOTHY MAKES A INTERSECTION FORMULA TO FIND THE RULE OF THE POSSIBLE OUTCOME SHE HAS FROM THE ICE CREAM TRUCK.
5

Timothy makes a selected that each child will be a boy given that they ride a skateboard is P(B|A) 1/10.

6
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STANDARDS: MCC9-12.S.CP.1, MCC9-12.S.CP.2, MCC9-12.S.CP.3, MCC9-12.S.CP.4, MCC9-12.S.CP.5.
PLOT: IN THIS STORY YOU WILL FIND TIMOTHY AND HIS THREE BESTFRIENDS, MADISON, COREY, AND BRIANNA. FINDING ALL TYPES OF PROBABILITY AROUND THERE THE BROOKLYN AREA. FIGURING OUT THE DIFFERENT INDEPENDENT ANDDEPENDENT EVENTS.

Created & published on StoryJumper™ ©2025 StoryJumper, Inc.
All rights reserved. Sources: storyjumper.com/attribution
Preview audio:
storyj.mp/ac8hpx5vj5b7
It was a sunny afternoon in Brooklyn, New York playground. Where you find Timothy, Madison, Corey, and Briana with nothing to do.
2
So they plan on playing a game that deals with probability. They want to use all the sample space all around them.
3
Madison makes a Two-way Frequency Table of how many kids in the playground has bikes and skateboards. Corey set A is the number of kids who has skateboards while Briana set B is the number of kids with bikes.
4
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"AMAZING WORLD OF PROBABILity"
Four friends in a Brooklyn playground learn about probability through games and real-life examples.
(11 pages)
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