553.1K
STDeterminant in linear algebra #familyguy #computerscience #maths
@stewie.cs
#Linear Algebra Practice Problems
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FRAlgebra: Solving linear equations | How to solve linear equations #algebra #equation #equations
@fractiontricks
10.4K
MASolve this linear equation step-by-step! 🔥🤯
Easy algebra tutorial for students worldwide.
Watch, learn & try it yourself! ✏️📚
Follow for more math shortcuts & solutions.💬
Math solution, algebra equation, easy math tutorial, step-by-step solving, math learning, global math reel, solve for x, educational video, study help, math tricks
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#MathTips #Algebra #StudyMotivation #LearnMath #Education
@math_proven
5.5M
INWhen the linear algebra final exam is ONE question…
but it’s a 10x10 matrix and you have to show every Gauss-Jordan step 😭
No calculator.
6 hours.
100 marks.
Pain.
If you’ve ever taken a college math exam, you know the feeling.
👉 Share this with a friend who hates matrices
👉 Save this for finals week
👉 Follow for daily math memes & STEM humor
@integra.mathschool
233.6K
WOLinear algebra didn’t click for me until I saw it explained visually and intuitively.
These 4 videos changed how I think about ML.
Save this if you’re learning seriously.
If you’re starting out, I’ve also linked a free AI roadmap in my bio that might help.
Links :
3Blue1Brown https://youtu.be/PFDu9oVAE-g?si=Sm8JRGwwql2Scg4s
Steve brunton:
https://youtu.be/ZSGrJBS_qtc?si=0JUA0InRMBZQHBju
Visual Kernal:
https://youtu.be/vSczTbgc8Rc?si=ntXNXwen5O_bw4o9
MIT lecture series:
https://youtu.be/TX_vooSnhm8?si=oNffsnBWpRLq-lo4
Note: These are links to the specific videos, but you can explore the full playlist as well.
@workiniterations
212.0K
MA✨️Eigenvalues and eigenvectors are at the heart of linear algebra and modern science. When a matrix transforms space, most vectors change both their length and direction. But a few special vectors behave differently — they only stretch or shrink without changing direction. These special vectors are called eigenvectors, and the scaling factor is called the eigenvalue.
In this visual reel, we start with a simple 2×2 matrix and explore the equation A x = λ x, which means that after applying the matrix A, the vector x stays on the same line, scaled by λ. By constructing the characteristic equation and solving it step by step, we find the eigenvalues and then compute their corresponding eigenvectors.
Finally, we move from algebra to geometry. On the coordinate grid, you will see how ordinary vectors rotate and distort under a linear transformation, while eigenvectors keep their direction perfectly. This geometric behavior explains why eigenvalues and eigenvectors appear everywhere — from computer graphics and physics to data science, machine learning, vibration analysis, and differential equations.
If you truly understand eigenvectors visually, you understand how linear systems reveal their hidden structure.
Follow @mathematisa & @mathswithmuza for more math animations ✨️
@mathematisa
267.3K
BR📞 Struggling with Linear Algebra? Call Bright Icon Tutor NOW or book your FREE consultation—we make abstract math visual!
🧊 The determinant isn't just a number you calculate. It's the VOLUME.
Watch as the identity matrix (a perfect unit cube with volume = 1) transforms into a stretched parallelepiped with volume = 3.
That's what the determinant measures: how much a transformation scales space.
What students are taught:
"Calculate the determinant using this formula..."
❌ Memorize cross-multiplication patterns
❌ Apply cofactor expansion mechanically
❌ Get a number, move on
What students SHOULD understand:
✅ The determinant = volume scaling factor
✅ If det = 3, the transformation triples volumes
✅ If det = 0, space collapses to lower dimension (no volume!)
✅ If det < 0, the transformation flips orientation
This geometric insight unlocks everything:
🎯 Invertibility — det ≠ 0 means the transformation is reversible
🎯 Linear Independence — det ≠ 0 means vectors span the full space
🎯 Eigenvalues — det(A - λI) = 0 finds characteristic values
🎯 Change of Variables — det appears in integration (Jacobian)
🎯 Cross Products — det gives the area of parallelograms
Real-world applications:
🏗️ Engineering — Stress/strain tensors and material deformation
🎮 Computer Graphics — 3D transformations and rendering
📊 Data Science — Principal Component Analysis (PCA)
🤖 Robotics — Coordinate transformations and kinematics
⚛️ Quantum Mechanics — Operator theory and state transformations
At Bright Icon Tutor, we teach Linear Algebra the right way:
✨ Geometric intuition FIRST, calculations second
✨ Visual demonstrations of abstract concepts
✨ Connections to real applications
✨ University-level depth for high school students
✨ AP Calculus BC, Multivariable Calculus, Linear Algebra mastery
Perfect for students:
Taking Linear Algebra or Multivariable Calculus
Preparing for university STEM majors
Struggling to visualize abstract concepts
Who are visual/spatial learners
Heading toward engineering,
#onlinetutoraustralia #linearalgebra #engineeringmath #onlinetutoring #universityprep #stemeducation #mathtutor #engineeringstudents #computerscience #advan
Video Credit: @merlinomaths
@bright_icon_tutors
246.5K
OAWhen you have to use all the colors in your pen collection to solve a linear algebra problem... 🌈🖊️🧮
#mathmemes #mathhumor #linearalgebra
@oailinka
319.1K
UNBasic Algebra Revision Concept 🤯 #unstoapablestudy0111 #mathtrick #algebra #mathematics
@unstoapablestudy0111
23.2K
SCGraphing linear inequalities in algebra, first by graphing a linear equation y = 2x + 4
#algebra #mathvideos #mathhelp #graphing
@scaffolded.math
23.3K
MAHow to solve linear equations #studygram #shortsfeed #subscribe #reelsfyp #shortsfeedviral #mathstricks #viralreelsfbpage #fypppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppp #mathstutor #ged #mental #satmath #satexamprep
@mathesi_tutoring
25.6K
MAVector projections show up everywhere — multivariable calculus, linear algebra, physics… and exam problems 😄
Here’s a quick office hours proof showing why the orthogonal component is actually perpendicular. If you want the full lesson that really breaks down vector projections conceptually, I have a full video lecture on my YouTube channel.
xoxo,
Professor V
#mathwithProfessorV #calculushelp #linearalgebra #collegemath #stemstudents
@mathwithprofessorv
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