Question

What is The Difference Between Determinant And Matrix?

Answer 1

Matrix	Determinant
A matrix is an arrangement of numbers in rows and columns to form an array.	A determinant is a scalar value that is calculated from a matrix.
A matrix is denoted in square brackets $\left[A\right]$	A determinant is denoted as$\left|A\right|$.
The number of rows and columns need not be equal. It can be denoted as ${\left[A\right]}_{m\times n}$, where $m,n$can be equal or different.	A determinant can be calculated only from a square matrix.