Apply matrix addition, subtraction, and scalar multiplication to solve real-world problems in physics and engineering
Identify and classify different types of matrices, including square, diagonal, and identity matrices, for practical applications
Perform matrix multiplication and transposition to organize data and solve systems of linear equations efficiently
Calculate determinants and inverses of matrices to analyze system stability and solve complex algebraic problems
Utilize matrix concepts to model and solve real-world problems in computer science, physics, and engineering
Develop logical reasoning skills through matrix operations and problem-solving exercises in algebraic contexts
Organize and interpret data using matrices to enhance analytical skills in scientific and technical fields
Implement matrix operations to optimize solutions in systems modeling, data analysis, and computational tasks
Course Content
المحتوى
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MATRIZES MATEMÁTICA 01
16:51 -
TIPOS DE MATRIZ MATEMÁTICA MATRIZ LINHA COLUNA QUADRADA IDENTIDADE NULA 02
11:51 -
TIPOS DE MATRIZ MATEMÁTICA MATRIZ TRIANGULAR DIAGONAL ANTI DIAGONAL ESCALAR 03
07:56 -
MATRIZ OPOSTA 04 DEFINIÇÃO E EXERCÍCIOS DE MATRIZ OPOSTA MATEMÁTICA MATRIZ
04:50 -
MATRIZ TRANSPOSTA 05 MATRIZ SIMÉTRICA E ANTISSIMÉTRICA DEFINIÇÃO E EXERCÍCIOS
11:11 -
IGUALDADE DE MATRIZES 06
15:07 -
MATRIZ ADIÇÃO DE MATRIZES 07
19:57 -
MATRIZ SUBTRAÇÃO DE MATRIZES
09:37 -
MATRIZ MULTIPLICAÇÃO DE UM NÚMERO POR MATRIZ
14:17 -
MULTIPLICAÇÃO DE MATRIZES
26:38 -
DETERMINANTES ORDEM 1 2 e 3 REGRA DE SARRUS MATRIZ
28:24 -
DETERMINANTES TEOREMA DE LAPLACE
16:40 -
COFATOR DE UMA MATRIZ
08:29 -
MATRIZ INVERSA
23:45 -
Final Exam – Matrizes matemática
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