For this problem please use Excel. Using the picture please solve tha problem given: how would solve this using excel?1. Problem Description:The problem involves solving a system of linear equations, which is a set of equations where each equation is linear (e.g.,ax+by=c).In this example, we'll consider a system with two equations:2x+3y=124x−2y=6 **Solving Engineering Problems with Excel: A Step-by-Step Guide****Task Overview:**When approaching an engineering problem that could be solved or automated using Excel, follow these steps to ensure a comprehensive solution:1. **Problem Description:** - Identify and define the engineering problem you aim to solve. Provide context by referencing a textbook, article, or an online resource that details the problem or similar issues.2. **Flowchart Development:** - Create a flowchart that maps out the steps and processes required to solve the problem. This visual representation should clearly and accurately describe the sequence of actions needed.3. **Excel Implementation:** - Develop and implement the necessary Excel code or formulas to address the problem. Ensure that you run the code and verify its functionality, confirming that it produces the correct output. This structured approach not only aids in problem-solving but also enhances your understanding and ability to utilize Excel's capabilities efficiently in engineering contexts.

Problem Description: Let's consider the system of linear equations:2x+3y4x−2y=12=61. Describe the problem: This is a system of linear equations, and we want to find the values of x and y that satisfy both equations simultaneously.2. Develop a flowchart: A simple flowchart for solving a system of linear equations using Excel might look like this:1Start 2| 3|--> Input coefficients a, b, c for equation 1 (ax + by = c) 4|--> Input coefficients a', b', c' for equation 2 (a'x + b'y = c') 5|--> Create a matrix with coefficients 6|--> Apply matrix operations to solve for x and y 7|--> Output values of x and y 8| 9End3. Excel Code: Now, let's set up an Excel spreadsheet to solve this system. Assume you input coefficients in cells B2 : D3. The matrix for the coefficients will be in cells F2:G3. The solution for x and y is in cells I2:I3.In cell F2, enter the formula =B2:D3.In cell I2, enter the formula =MINVERSE(F2:G3)*{12; 6}. This formula uses the MINVERSE function to find the inverse of the coefficient matrix and multiplies it by the column vector {12, 6}.Make sure to adjust cell references based on your actual Excel layout.Verification: Change the coefficients in cells B2:D3 and observe the changes in the values of x and y in cells I2:I3. Ensure that the solution aligns with your expectations for different sets of coefficients.Remember, you may need to enable the "Analysis ToolPak" add-in to use the MINVERSE function. You can find this in the "Data" tab under "Data Analysis" or "Solver" in Excel's "Add-Ins" tab.