MAT BÁSICA - IME 2026
Let x, y, and z be positive integers such that x+y+z=117. A possible value of the product xyz is:
▶︎
The QUARTZ EQUATION that broke everyone at IME.
▶︎
BASIC MATH - Diophantine equations (1/3)
▶︎
ITA 2014 - Questão 3 - Objetiva de Matemática
▶︎
AFA 2024 - Algebra Question
▶︎
ITA overdid it… HEAVY PROBABILITY!
▶︎
A TRIGONOMETRIC EXPONENTIAL EQUATION! 🤯
▶︎
The Equation That Fools Even the Best! 😱 | Can You Solve It?
▶︎
What is an Ordinary Differential Equation?
▶︎
A Questão de Polinômios que BUGOU Todo Mundo
▶︎
Examples are not proofs - Ledo Vaccaro
▶︎
THE MINORITY SOLVES THIS PROBLEM
▶︎
A "Simple" Fourth-Degree Equation from IME
▶︎
Oxford Maths Admission Test | 95% failed | Can you solve this?
▶︎
Para que serve a integral?
▶︎
BASIC MATH - Generalized LCM and GCD (1/3)
▶︎
The most brilliant idea I've ever had to solve a problem
▶︎
The hardest question of ITA 2026
▶︎
PURE EMOTION: a surprising factorial product! 🤯
▶︎
Only Video That Will Make You BETTER at MATH - 100%
▶︎