Expressões numéricas com números inteiros | Aula 12
In this video, we explain how to solve numerical expressions with integers, analyzing the order of operations and the application of the rules of signs in calculations involving parentheses and multiplications. The theory arises from practice: we solve two complete numerical expressions, building step by step the reasoning necessary to correctly interpret the signs, respect the order of operations, and simplify each expression until we obtain the final result. The video "Numerical Expressions with Integers" is part of the Integers playlist, dedicated to the study of positive and negative numbers and their operations, focusing on conceptual understanding, rigor, and clarity. 🔗 Integers Playlist: • Números Inteiros Chapters: 00:00 - Example [12−(−4)⋅2]+5 02:15 - Example (-1)[8+(−3)⋅(5-2)] If this video helped, please consider leaving a like. If you want, share your solution or reasoning in the comments. To infinity ♾️ #integers #numericalexpressions #rulesofsigns #masteringmath #mathematics

Problems with Natural Numbers (Examples 7 and 8) | Lesson 18

Division of Integers | Lesson 09

How to STUDY so FAST it feels like CHEATING

Order of operations with natural numbers | Lesson 12

How to Perform Division with Large Numbers | Lesson 11

🔥BRAIN WORKOUT

Divisibilidade do 2 e Técnica de Divisão.

Why does a negative times a negative equal a positive? | Lesson 08

Oxford University Mathematician vs. Turkey High School Maths Exam

Santo Rosário | 26° Dia | Quaresma 2026 | 19/03 | 03:40 | Live Ao vivo

EILMELDUNG: Sie haben mich ins Visier genommen

Algebra Basics: What Is Algebra? - Math Antics

Instant Focus Mode – 40Hz Gamma Brainwave Music for Deep Focus & Productivity

Aesthetic Aura Background 3 hours

Integers and their characteristics | Lesson 01

CONFÉRENCE PENTECÔTE 2026 - SESSION 3 - Le jour de la percée (Team EMCI)

Word Problems with Natural Numbers (Examples 1 and 2) | Lesson 15

How to solve expressions with negative numbers | Lesson 06

Why can't we divide by 0? | Lesson 10

