What Math Workshop Topic Engages Science Fair Audiences?

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Homework Help Overview

The discussion revolves around selecting an engaging math topic for a science fair workshop, particularly for a 9th-grade internal math fair. Participants are exploring various mathematical concepts that could captivate an audience.

Discussion Character

  • Exploratory, Conceptual clarification, Problem interpretation

Approaches and Questions Raised

  • Participants are considering paradoxes, probability, combinatorics, and concepts like exponential growth. Questions about the appropriateness of topics for the audience and the nature of the fair are raised.

Discussion Status

Some participants have suggested specific topics such as the "birthdays" paradox and the "Monty Hall" problem, while others emphasize the importance of engaging demonstrations. There is a mix of ideas being explored without a clear consensus on a single topic.

Contextual Notes

Participants note that the teacher has indicated the subjective nature of paradoxes, which may influence their choice of topic. The context of the fair being an internal school event is also mentioned.

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Homework Statement


Which problem do you recommend us to talk in a science fair?

Homework Equations


no

The Attempt at a Solution


We have thought about paradoxes but our teacher told us that each person has a different point of view of something like the grand hotel paradox and we need to do a workshop , so , which topic can we do?
 
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Are we talking about the math category in an ISEF-affiliated science fair or something else?
 
It is an internal maths fair in our school . We are at 9th grade.
 
There are a lot of topics in probability and combinatorics that are readily understood (as a problem statement, at least) by most people.

Lots of pretty facts around Pascal's triangle (web search).

Finding the probability that if you cut a stick in two places randomly you can make a triangle (nice graphical solution).

Human underestimation of rare events: get a class to divide themselves into two groups; in one group each tosses a coin a hundred times and writes down the sequence; in the other group each pretends to toss the coin and writes down a random sequence of 100 results of their own invention. The invented sequences will hardly ever contain a run of five the same, whereas most of the real sequences will.

The 'birthdays' paradox. (This one is ok, there's no disagreement about its resolution amongst the experts.) Web search it if you don't know it. You could write some software to simulate it. A spreadsheet can do it.

The "Monty Hall" problem.

You wrote "talk", but I hope you have the opportunity for something more like a demonstration.
 
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Jakecp said:

Homework Statement


Which problem do you recommend us to talk in a science fair?

Homework Equations


no

The Attempt at a Solution


We have thought about paradoxes but our teacher told us that each person has a different point of view of something like the grand hotel paradox and we need to do a workshop , so , which topic can we do?

You might think about issues of "exponential growth". The monetary effects of compound interest, for example, can lead to surprises, and yet is very relevant to everyday life. Population growth issues also may be of wide interest to your classmates.
 

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