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MathIntroduction to Probability Name ___1Class ___ Date ___The probability that 14year old Jill did not have a birthday last year is ___. Circle the answer.6 The spinner shown is spun 50 times. How
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Start by understanding the birthday probability problem, which is based on the concept that in a group of people, the probability of two people sharing the same birthday is higher than most people expect.
02
Gather a group of people together, preferably at least 23 people to ensure a greater than 50% probability of two people sharing the same birthday.
03
Ask each person in the group for their birth date and record it.
04
Use a chart or calculator to calculate the probability of two people sharing the same birthday in the group.
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Explain the results and the concept of the birthday probability problem to the group.

Who needs birthday probability problem video?

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Students studying probability theory
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Teachers looking for an engaging way to demonstrate probability concepts
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Anyone interested in understanding counterintuitive probabilities
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The birthday probability problem video explains the famous birthday paradox in probability theory.
Anyone interested in understanding probability theory or curious about the birthday paradox can watch the video.
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The purpose of the video is to provide an explanation and demonstration of the birthday paradox in a clear and understandable way.
The video should contain an explanation of the birthday paradox, examples to illustrate the concept, and maybe even some practical applications.
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