Linear algebra is a crucial language behind high-dimensional data, embeddings, PCA, and neural networks in machine learning.
Understanding linear algebra helps in improving models and debugging them when issues arise.
Matrices are powerful transformations that act on vectors, enabling rotations, scaling, flipping, or squashing of data.
Eigenvalues and eigenvectors play a significant role in understanding transformations and finding hidden structures in data for applications like PCA and SVD.