American Mathematics Competitions 2025 - Questão muito TOP sobre PG infinita
Progressão Geométrica Infinita na olimpiada americana de matemática Enunciado: In the figure below, the outside square contains infinitely many squares, each of them with the same center and sides parallel to the outside square. The ratio of the side length of a square to the side length of the next inner square is k, where 0 smaller than k smaller than 1. The spaces between squares are alternately shaded, as shown in the figure (which is not necessarily drawn to scale). The area of the shaded portion of the figure is 64% of the area of the original square. What is k? Mais conteúdo de matemática: ⚜⚜⚜ DIVERSÃO COMPLETA ⚜⚜⚜ https://www.udemy.com/course/matemati... OUTRAS DIVERSÕES: 🟩 Curso para senai 🟪: https://www.udemy.com/course/matemati... 🟦 Curso para PMSP 🟧: https://www.udemy.com/course/matemati... ⚪MATERIAL GRATUITO🟢 https://1drv.ms/f/c/12bd4b545371a168/... #Matemática #Diversão #AMC #Recreação

AMC 2025 - Great problem on arithmetic mean and equation building

AMC 2025 - A really cool LOGIC problem

Shuffle algebras and combinatorics of words (Lecture 2), O. Tsymbaliuk (Purdue University)

AMC 2025 - Entre PEANUTS e CASHEWS e ALMONDS, nós nos divertimos

Relative increase: how to finally understand what it means.

Why Einstein Field Equations So Hard?

Grandma Vera's Super OBMEP Challenge: Who LIED and who DREW?

From Child Prodigy to Winning Fields Medal, Nobel of Math

University of Cambridge Maths Admissions Interview

Mr.Bean Making Celebrities Cry With Laughter NONSTOP!

Incredible Street Performers – Caught on Camera

Blue gradient background - screensaver, mood lighting, ambiance, TV art, focus, study

The Greatest Mathematician of Our Time

Can You Solve This? | x² - y² = 65 | Olympiad Math Challenge

Everyone Thought It Was FAKE... Until They Started Floating in Mid-Air!

When Animals Surprise Photographers in the Sweetest Way! 😍

Millions Don’t Know! Put The Sim Card in a Charger and Enjoy

Why π^π^π^π could be an integer (for all we know!).

Why Peter Scholze is once in a Generation Mathematician

