Linearly Independence A set of vectors $\begin{Bmatrix}\mathbf{v}_1 & \mathbf{v}_2&\cdots& \mathbf{v}_p\end{Bmatrix}$ in $\mathbb{R}^n$ is sasid to be linearly independentif the vector equation $x_1\mathbf{v}_1+ x_2\mathbf{v}_2+\cdots + x_p\mathbf{v}_p=\mathbf{0} $ has only the trivial solution → coefficient가 모두 0인 솔루션만 존재 Linearly DependenceA set of vectors $\begin{Bmatrix}\mathbf{v}_1 & \math..
