Orthogonal Matrix And Example Related To It

graph TB A[Orthogonal Matrix] B[Definition] C[Properties] D[Examples] E[Applications] A --> B A --> C A --> D A --> E B --> F{A square matrix is orthogonal if its transpose is equal to its inverse} C --> G{Orthogonal matrices preserve angles and lengths} C --> H{The determinant of an orthogonal matrix is either 1 or -1} D --> I[Example 1] D --> J[Example 2] E --> K[Used in linear transformations] E --> L[Used in computer graphics]