Help ### Matrix Reduction to RREFTo reduce the matrix \( A = \begin{bmatrix} -2 & 15 & -29 \\ 1 & -5 & 12 \end{bmatrix} \) to RREF (Reduced Row Echelon Form) by applying 4 elementary row operations, follow the instructions below.#### Notation for Row Operations:1. **Row Swap:** To swap row \( i \) and row \( j \), type: "Ri <> Rj". - Example: "R1 <> R2" swaps rows 1 and 2.2. **Multiplication:** To multiply row \( i \) by \( k \), type: "kRi". - Example: "1/2R1" multiplies row 1 by 1/2.3. **Row Replacement:** To replace row \( i \) with itself plus (or minus) \( k \) times row \( j \), type: "Ri + kRj" (or "Ri - kRj"). - Example: "R1 - 3R2" subtracts three times row 2 from row 1.#### Perform Row Operations:1. **First Row Operation:** - Operation: [Input box] - Resulting Matrix: \( \begin{bmatrix} [Input box] & [Input box] & [Input box] \\ [Input box] & [Input box] & [Input box] \end{bmatrix} \)2. **Second Row Operation:** - Operation: [Input box] - Resulting Matrix: \( \begin{bmatrix} [Input box] & [Input box] & [Input box] \\ [Input box] & [Input box] & [Input box] \end{bmatrix} \)3. **Third Row Operation:** - Operation: [Input box] - Resulting Matrix: \( \begin{bmatrix} [Input box] & [Input box] & [Input box] \\ [Input box] & [Input box] & [Input box] \end{bmatrix} \)4. **Fourth Row Operation:** - Operation: [Input box] - Resulting RREF Matrix: \( \begin{bmatrix} [Input box] & [Input box] & [Input box] \\ [Input box] & [Input

The given matrix .The aim is to find the reduced row echelon form of the matrix.

Reduce the matrix A = -2 15 1 -5 My first row operation is Use the following notation (with actual numbers in place of "i", "j", and "k") when entering your row operations: (1) To swap row i and row j, type: "Ri <> Rj". For instance, use "R1 <> R2" to swap rows 1 and 2. (2) To multiply row i by k, type: "kRi". For instance, use "1/2R1" to multiply row 1 by 1/2. (3) To replace row i with itself plus (or minus) k times row j, type: "Ri + kRj" (or "Ri - kRj"). For instance, use "R1-3R2" to subtract three times row 2 from row 1 and replace row 1 with the result. My second row operation is My third row operation is -29 12 to RREF by applying 4 elementary row operations. My fourth row operation is , and it yields: and it yields: , and it yields: and it yields the RREF: You will need to enter something in every answer box in order for your answer to be checked. If you are able to reduce the matrix to RREF with fewer than the prescribed number of row operations, then fill in any extra row operation boxes with "R1<>R1", "1R2", or a similar operation that doesn't actually change the matrix, and then copy your RREF in the extra matrix spaces.