Berikut yang merupakar matriks dengan ordo 2'3 adalah __ a P=[-5 2 3] b. A=(} 2&0&-4 -2&1&-3 ) C. I=[} 3&1 1&0 ] d. T=[} 1&2 -2&1 -4&0 ] e. C=[} 4&-2&1 2&1&0 -1&5&-4 ] A B C D Bahasa Inggris

The correct answer is **D**.Here's why:* **Matrix Order:** The order of a matrix is represented as *m x n*, where *m* is the number of rows and *n* is the number of columns.* **Option D:** Matrix *T* has 3 rows and 2 columns, making its order 3 x 2. Let's analyze the other options:* **Option A:** This is a row matrix with order 1 x 3.* **Option B:** This is a matrix with order 2 x 3.* **Option C:** This is a matrix with order 2 x 2.* **Option E:** This is a matrix with order 3 x 3.Only option D matches the required order of 2 x 3.