Video wird geladen...

Video konnte nicht geladen werden

Zur Startseite

Post 41. | matrices. | #linearalgebra #matrix #math #mathedit #fyp

mathspill's profile picture

mathspill

10,500 subscribers

288,500 Aufrufe • vor 2 Monaten •via TikTok

Reisen#linearalgebra#matrix#math#mathedit#fyp
LIVE

Anya Rossi• Live Now

Private livecam show

0 Kommentare

Keine Kommentare verfügbar

Kommentare vom Original-Post werden hier angezeigt

Ähnliche Videos

Replying to @socratesnemfudendo Math art #fyp #viral #mathedit #math #fourier
0:43

Replying to @socratesnemfudendo Math art #fyp #viral #mathedit #math #fourier

Matikoo

364,800 Aufrufe • vor 17 Tagen

Random graph sounds! #math #fyp #mathematics #mathedit #xyzabc #learnontiktok #learning #mathtok #fypシ゚ #studytok #graph
0:37

Random graph sounds! #math #fyp #mathematics #mathedit #xyzabc #learnontiktok #learning #mathtok #fypシ゚ #studytok #graph

Boxcy

86,600 Aufrufe • vor 11 Monaten

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 #learnontiktok #linearalgebra #matrix #matrixmultiplication #animation #fyp
0:34

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 #learnontiktok #linearalgebra #matrix #matrixmultiplication #animation #fyp

Math Central

2,000,000 Aufrufe • vor 1 Jahr

Michelle is crazy#mathedit#humancalc#viral#fyp
0:29

Michelle is crazy#mathedit#humancalc#viral#fyp

JoeBart Clips

8,900,000 Aufrufe • vor 5 Monaten

Matrices are Graphs and Graphs are Matrices Visualization |Animation | Interactive GeoGebra #geogebra #math #science #iteachmath #mtbos #visualization #elearning Bernat ANCOCHEA
1:43

Matrices are Graphs and Graphs are Matrices Visualization |Animation | Interactive GeoGebra #geogebra #math #science #iteachmath #mtbos #visualization #elearning Bernat ANCOCHEA

Daniel Mentrard

17,551 Aufrufe • vor 1 Jahr

Introducing Operation Matrix Because Matrix operations generally break kids’ brains on whiteboards… Matrices aren't just numbers- they are transformations in space Now can actually SEE the geometry: every addition, multiplication, inverse, eigenvalue, and eigenvector becomes a transformation in real-time space. What it visualizes: • Basic ops (add/subtract/multiply) • Transpose, Invert, Adjugated • Cross products + Determinant • Matrix powers + Eigenvalues/Eigenvectors #LinearAlgebra #CreativeCoding #ThreeJS #ReactThreeFiber #MathVisualization #EdTech #WebGL #STEM React-three-fiber Three.js
0:37

Introducing Operation Matrix Because Matrix operations generally break kids’ brains on whiteboards… Matrices aren't just numbers- they are transformations in space Now can actually SEE the geometry: every addition, multiplication, inverse, eigenvalue, and eigenvector becomes a transformation in real-time space. What it visualizes: • Basic ops (add/subtract/multiply) • Transpose, Invert, Adjugated • Cross products + Determinant • Matrix powers + Eigenvalues/Eigenvectors #LinearAlgebra #CreativeCoding #ThreeJS #ReactThreeFiber #MathVisualization #EdTech #WebGL #STEM React-three-fiber Three.js

shadows

58,942 Aufrufe • vor 7 Monaten

Matrices are Graphd and Graphs are Matrices(part one) Visualization |Animation | Interactive #geogebra #math #science #iteachmath #mtbos #visualization #elearning Bernat ANCOCHEA
1:15

Matrices are Graphd and Graphs are Matrices(part one) Visualization |Animation | Interactive #geogebra #math #science #iteachmath #mtbos #visualization #elearning Bernat ANCOCHEA

Daniel Mentrard

10,515 Aufrufe • vor 1 Jahr

Matrices are Graphs and Graphs are Matrices( Markov chain one) Visualization |Animation | Interactive #geogebra #math #science #iteachmath #mtbos #visualization #elearning Bernat ANCOCHEA
1:27

Matrices are Graphs and Graphs are Matrices( Markov chain one) Visualization |Animation | Interactive #geogebra #math #science #iteachmath #mtbos #visualization #elearning Bernat ANCOCHEA

Daniel Mentrard

31,582 Aufrufe • vor 1 Jahr

Matrices are Graphs and Graphs are Matrices: Complete Graphs(final part) Visualization |Animation | Interactive GeoGebra #geogebra #math #science #iteachmath #mtbos #visualization #elearning Bernat ANCOCHEA
0:59

Matrices are Graphs and Graphs are Matrices: Complete Graphs(final part) Visualization |Animation | Interactive GeoGebra #geogebra #math #science #iteachmath #mtbos #visualization #elearning Bernat ANCOCHEA

Daniel Mentrard

95,461 Aufrufe • vor 1 Jahr

Pseudospectral Mirage of Matrices We usually judge a matrix by its eigenvalues, but sometimes the eigenvalues are only the bait. The real monster is hiding in the pseudospectrum. Most of the time, a matrix is shown as a few points in the complex plane called eigenvalues. But for some matrices, especially non-normal matrices, those few points do not tell the whole story. In this scene, the complex plane becomes a moving landscape. The bright anchors are the true eigenvalues. Around them, huge pseudospectral continents grow, split, and collapse as the matrix changes. The moving threads show where the matrix is most sensitive. In those regions, even a tiny change can create a huge response. This is the hidden instability of a matrix made visible. Algebra becomes a pressure map and the pseudospectrum becomes terrain. #Mathematics #LinearAlgebra #SpectralTheory #NumericalAnalysis #MatrixTheory #MathArt #MathematicalArt #STEM #Art
0:33

Pseudospectral Mirage of Matrices We usually judge a matrix by its eigenvalues, but sometimes the eigenvalues are only the bait. The real monster is hiding in the pseudospectrum. Most of the time, a matrix is shown as a few points in the complex plane called eigenvalues. But for some matrices, especially non-normal matrices, those few points do not tell the whole story. In this scene, the complex plane becomes a moving landscape. The bright anchors are the true eigenvalues. Around them, huge pseudospectral continents grow, split, and collapse as the matrix changes. The moving threads show where the matrix is most sensitive. In those regions, even a tiny change can create a huge response. This is the hidden instability of a matrix made visible. Algebra becomes a pressure map and the pseudospectrum becomes terrain. #Mathematics #LinearAlgebra #SpectralTheory #NumericalAnalysis #MatrixTheory #MathArt #MathematicalArt #STEM #Art

Mathelirium

29,622 Aufrufe • vor 4 Monaten

How to Solve a System of Equations with an Augmented Matrix - Part 1 #mathisthewaycorner #thereisalwaystomorrow #matrices #gaussjordan
2:47

How to Solve a System of Equations with an Augmented Matrix - Part 1 #mathisthewaycorner #thereisalwaystomorrow #matrices #gaussjordan

mathisthewaycorner

45,800 Aufrufe • vor 4 Jahren

EP.93 | It's been a long time since my last video. I hope I can reach 100 uploads on this channel since I started it a year ago But here we go. Gaussian elimination is a method for finding the solutions to a system of linear equations. First, we create an augmented matrix using the coefficients and constants from the equations. Then, we transform the matrix into row echelon form and interpret the result to find the solution to the original system. #math #algebra #matrix #mathematics #maths #mathtrick #mathtricks #linearalgebra #foryoupage #fyp
0:53

EP.93 | It's been a long time since my last video. I hope I can reach 100 uploads on this channel since I started it a year ago But here we go. Gaussian elimination is a method for finding the solutions to a system of linear equations. First, we create an augmented matrix using the coefficients and constants from the equations. Then, we transform the matrix into row echelon form and interpret the result to find the solution to the original system. #math #algebra #matrix #mathematics #maths #mathtrick #mathtricks #linearalgebra #foryoupage #fyp

Involutio.io

110,700 Aufrufe • vor 1 Jahr

the first free interactive linear algebra textbook: - vectors and matrices - dot product and vector product - determinants - matrix ranks - eigenvalues and eigenvectors
0:21

the first free interactive linear algebra textbook: - vectors and matrices - dot product and vector product - determinants - matrix ranks - eigenvalues and eigenvectors

ℏεsam

63,641 Aufrufe • vor 1 Jahr

design by matrix #art #math #graphing #so1 #enneahumans
1:02

design by matrix #art #math #graphing #so1 #enneahumans

ruby ^^

79,400 Aufrufe • vor 4 Monaten

The adjugate method works for any invertible 3×3 matrix, and it's just four steps. First, build the cofactor matrix. For each entry, cross out its row and column, compute the 2×2 determinant that remains, and apply the sign pattern (+ − + / − + − / + − +). Second, compute the determinant. Pair the first row of the original matrix with the first row of the cofactor matrix and add the products. In our example, the determinant is −4. If it's 0, the matrix has no inverse. Third, transpose the cofactor matrix. The result is called the adjugate. Fourth, divide every entry of the adjugate by the determinant. That's your inverse. Multiply the result by the original matrix to confirm you get the identity. Share this with a friend who's studying linear algebra, and follow for more math! #math #maths #linearalgebra #matrix #bennymath
0:43

The adjugate method works for any invertible 3×3 matrix, and it's just four steps. First, build the cofactor matrix. For each entry, cross out its row and column, compute the 2×2 determinant that remains, and apply the sign pattern (+ − + / − + − / + − +). Second, compute the determinant. Pair the first row of the original matrix with the first row of the cofactor matrix and add the products. In our example, the determinant is −4. If it's 0, the matrix has no inverse. Third, transpose the cofactor matrix. The result is called the adjugate. Fourth, divide every entry of the adjugate by the determinant. That's your inverse. Multiply the result by the original matrix to confirm you get the identity. Share this with a friend who's studying linear algebra, and follow for more math! #math #maths #linearalgebra #matrix #bennymath

Benny Math

39,000 Aufrufe • vor 11 Tagen

The identity matrix can be derived once you multiply a matrix by its inverse. Have a look at this and you will see what we mean by that. #csecexams #csecmaths #gcsemaths #matrices #identitymatrix #matrixmultiplication
2:41

The identity matrix can be derived once you multiply a matrix by its inverse. Have a look at this and you will see what we mean by that. #csecexams #csecmaths #gcsemaths #matrices #identitymatrix #matrixmultiplication

Conlloyd Gumbs

267,100 Aufrufe • vor 1 Jahr

Linear Algebra - Augmented matrix and its dimension #math #teacher #numberbender #airbender #tutorial
1:50

Linear Algebra - Augmented matrix and its dimension #math #teacher #numberbender #airbender #tutorial

Numberbender

40,400 Aufrufe • vor 2 Jahren

Matrix Scope Script ! || tags: #fyp #viral #mm2 #script #mmv . . . . . . . . . . . . Void scope matrix scope scope mmv free matrix matrix scope simulator
0:27

Matrix Scope Script ! || tags: #fyp #viral #mm2 #script #mmv . . . . . . . . . . . . Void scope matrix scope scope mmv free matrix matrix scope simulator

𝓢𝓪𝓶

77,200 Aufrufe • vor 1 Monat