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Image for event: Teen Math Club: Cookies for Proof (Grades 8–12) *

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Teen Math Club: Cookies for Proof (Grades 8–12) *

2024-02-26 17:30:00 2024-02-26 19:30:00 America/Chicago Teen Math Club: Cookies for Proof (Grades 8–12) * Each week teens will explore mathematical proofs centered around the Prime Number Theorem. Fayetteville Public Library - First Security Bank Board Room – 2nd Floor

Monday, February 26
5:30pm - 7:30pm

Add to Calendar 2024-02-26 17:30:00 2024-02-26 19:30:00 America/Chicago Teen Math Club: Cookies for Proof (Grades 8–12) * Each week teens will explore mathematical proofs centered around the Prime Number Theorem. Fayetteville Public Library - First Security Bank Board Room – 2nd Floor

Fayetteville Public Library

First Security Bank Board Room – 2nd Floor

Each week teens will explore mathematical proofs centered around the Prime Number Theorem.

Prime numbers have fascinated people for thousands of years. In partnership with the University of Arkansas Mathematics Department, teens will explore the legendary mathematician Euclid's original proof as well as complete a proof of the Prime Number Theorem. 

This program gratefully acknowledges support from the Wolfram Corporation and complimentary use of Mathematica software. For more on Mathematica, visit https://www.wolfram.com/mathematica/

This program is free and open to teens in grades 8–12. A laptop is recommended, but not required. 
Registration for this program is required and will open on January 1 at 9:00am.

All abilities are welcome. For disability accommodations, call 479.856.7170 or email kidsquestions@faylib.org 2–3 weekdays before a program.

→ Can't make this session? Click to register for upcoming sessions. 

AGE GROUP: | Teen |

EVENT TYPE: | Classes & Learning |

TAGS: | uark | teen math club | prime number theorem | math | cookies for proof |

Fayetteville Public Library

questions@faylib.org
Phone: 479-856-7000

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Since 1916, Fayetteville Public Library has been committed to its vision to be powerfully relevant and completely accessible while strengthen our community and empower citizens through free and public access to knowledge.

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