New posts in linear-transformations

What kind of transformation an upper triangular matrix represents

A doubt about the construction of a linear map $T$ such that $T:\mathbb R^N \to \mathbb R^p$ such that $K \cap \operatorname{ker} T = \{0\}$

What's wrong with manipulating this algebraic equation? and why does a manipulated system of equations have a different solution than the original?

Linear Algebra (transformations) [closed]

How to find the matrix representation of a linear tranformation

For a linear map $f: V \to V$ if $f^2$ is diagonalizable and $\ker f = \ker f^2$ then is $f$ diagonalizable?

Show a subset is subspace of a vectorspace and find the dimension

Property of inner product space. [duplicate]

Loomis and Sternberg Problem 1.58

show that symmetric and anti-symmetric matrices are eigenvectors for linear map

Finding an unknown linear transformation given that $T(1,1)=(1,0,2)$ and $T(2,3) = (1,-1,4)$

Linear functional f(v)=0 imply v=0

How to prove that linear transformations transforms lines into lines

Prove that T is a linear transformation

Sample a random rotation in $n$ dimensions

Write formula for $[T]$ using change of basis formulas

Find the representing matrix with the respect to the standard basis

Bases for symmetric polynomials

$T$ preserves inner product iff $\|T\alpha \|=\|\alpha\|$

Homomorphisms and automorphisms on polynomial rings