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#Metrix Learning Reel by @mathxmatrix - An easy way to calculate the inverse of 3✖️3 matrix.
730.2K
MA
@mathxmatrix
An easy way to calculate the inverse of 3✖️3 matrix.
#Metrix Learning Reel by @themathcentral - Matrix multiplication is a fundamental concept in mathematics with real-world applications in physics, engineering, and machine learning. It works by
114.1K
TH
@themathcentral
Matrix multiplication is a fundamental concept in mathematics with real-world applications in physics, engineering, and machine learning. It works by combining two matrices in a structured way: the number of columns in the first matrix must match the number of rows in the second. The result is a new matrix where each element is found by taking the dot product of a row from the first matrix and a column from the second. Unlike simple arithmetic, matrix multiplication isn’t always reversible, order matters, meaning AxB is usually different from BxA . Despite this, it follows predictable rules, such as associativity and distributivity. #math #learning #linearalgebra #matrix #matrixmultiplication #animation #reels
#Metrix Learning Reel by @penelope_data - The best data scientists I know understand the maths behind the ML algo. Comment "data" ansi will see you the links to the 4 maths resources. #data
107.9K
PE
@penelope_data
The best data scientists I know understand the maths behind the ML algo. Comment “data” ansi will see you the links to the 4 maths resources. #data #students #ai
#Metrix Learning Reel by @rapidmaths09 - MATRIX cheatsheet mind map . . #notes #math #12thmath #class12th
408.7K
RA
@rapidmaths09
MATRIX cheatsheet mind map . . #notes #math #12thmath #class12th
#Metrix Learning Reel by @thevisualmaths - Inverse of 3×3 Matrix . . #maths #mathematics #iitjee #jeemains#reelsinstagram What is the cofactor C_{12} for a 3×3 matrix?
15.3K
TH
@thevisualmaths
Inverse of 3×3 Matrix . . #maths #mathematics #iitjee #jeemains#reelsinstagram What is the cofactor C_{12} for a 3×3 matrix?
#Metrix Learning Reel by @tiffintech (verified account) - What exactly is matrix multiplication?! #tech #techexplained
174.1K
TI
@tiffintech
What exactly is matrix multiplication?! #tech #techexplained
#Metrix Learning Reel by @unlock_math_potential - Matrix is a set of numbers arranged in rows and columns so as to form a rectangular array. The numbers are called the elements, or entries, of the mat
44.8K
UN
@unlock_math_potential
Matrix is a set of numbers arranged in rows and columns so as to form a rectangular array. The numbers are called the elements, or entries, of the matrix. Matrices have wide applications in engineering, physics, economics, and statistics as well as in various branches of mathematics. To multiply two matrices, the number of columns in the first matrix must equal the number of rows in the second matrix. The resulting matrix will have the same number of rows as the first matrix and the same number of columns as the second matrix. To find each element in the resulting matrix, multiply corresponding elements of a row from the first matrix and a column from the second matrix, then sum the products. This process is repeated for each row of the first matrix and each column of the second matrix to fill the entire product matrix. This video demonstrates how to multiply two matrices step-by-step:👆 #math #study #mathematics #instagram #education #instagood #viral #insta #maths #treanding #reel #reels #success #foryou #explore #matrix #learn #learning
#Metrix Learning Reel by @merlinomaths - 🎥 Matrix in 3D - When the Determinant is Zero What happens when you apply a 3×3 matrix to space? In this animation: We start with the standard cub
13.5K
ME
@merlinomaths
🎥 Matrix in 3D — When the Determinant is Zero What happens when you apply a 3×3 matrix to space? In this animation: We start with the standard cube formed by the unit vectors î, ĵ, k̂ — each shown as yellow arrows. These vectors form the edges of a perfect cube. The determinant of the identity matrix is 1 → the cube has volume. Then, we apply a matrix whose determinant is zero. Watch as the cube collapses! The transformed vectors still span a region, but it loses depth — it flattens onto a plane. This means the matrix has squashed 3D space into 2D. That’s why its determinant is 0: no volume remains. Finally, we highlight how each transformed vector corresponds to a column in the matrix — each vector is just a column, turned into motion. 📐 A zero determinant means no inverse. The transformation is singular — it crushes space. 🔁 Save this if you’re studying linear algebra or want to visualize what matrices do in 3D. #mathematics #physics #maths #math
#Metrix Learning Reel by @mr.freemanx1 - Lets hit 100k as soon as possible (excape t the Matrix) Part 1  |  Day 1  . First Lesson: How Does the Matrix Actually Work? . How Big Is The Differen
17.8K
MR
@mr.freemanx1
Lets hit 100k as soon as possible (excape t the Matrix) Part 1  |  Day 1  . First Lesson: How Does the Matrix Actually Work? . How Big Is The Difference?  . Follow ⬩ @mr.freemanx1 if you’re ready to master the real game. . #matrix #selfdevelopment #mrfreeman
#Metrix Learning Reel by @petal.byte (verified account) - Putting machine learning mathematics prerequisites into context, to better appreciate their significance. Resources used: - Deisenroth at al, Mathema
10.3K
PE
@petal.byte
Putting machine learning mathematics prerequisites into context, to better appreciate their significance. Resources used: - Deisenroth at al, Mathematics for Machine Learning, 2020 - Goodfellow et al, Deep Learning, 2016 - MathAcademy

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