B. The Horizontal Reflection The Task: Take a transposed mat…

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B. The Hоrizоntаl Reflectiоn The Tаsk: Tаke a transposed matrix and flip it horizontally (left-to-right) to complete a 90-degree clockwise rotation. This must be done in-place.  MATLAB Grader Task Overview: When flipping a matrix horizontally, the middle column requires special attention depending on the size of n. Step-by-Step Logic Identify the Mirror Point: You are reversing each row. For each element on the left side of a row, there is a "mirror" element on the right side. Define Loop Boundaries: Outer Loop (i): Iterate through every row (1 to n). Inner Loop (j): Iterate from the first column (1) only until the midpoint of the row. Calculation: Use floor(n/2). For a 3 X 3 matrix, you only need to swap column 1 with column 3. Column 2 (the middle) stays where it is. The Indexing Formula: For any element at column j, its mirror element is at column n - j + 1. Technical Instructions Handling Midpoints: If n is Even (e.g., 4x4): There is no single center column. You will swap columns 1 with 4, and 2 with 3. If n is Odd (e.g., 3x3): There is a center column (column 2). This column should stay in place, and only the outer columns should swap. The Floor Function: To make your code work for both cases, you must use the floor(n/2) function in your inner loop limit. For n=3, floor(1.5) is 1. The loop swaps column 1 and 3, and column 2 is ignored. For n=4, floor(2.0) is 2. The loop swaps column 1 with 4, and 2 with 3. Indexing: Always use n - j + 1 to find the target column to ensure the code remains independent of a hard-coded matrix size. Sample Execution Input (Result from Problem 1): Your Code Logic should perform these specific swaps: Row 1: Swap (1,1) with (1,3) ->1 and 7 switch. Row 2: Swap (2,1) with (2,3) -> 2 and 8 switch. Row 3: Swap (3,1) with (3,3) -> 3 and 9 switch. Final 90° Rotated Output: What is ALLOWED ✅ The floor() function: Use this to find the horizontal midpoint of the matrix. Arithmetic in indices: Using formulas like n - j + 1 to find the opposite column. Scalar swaps: Swapping the left-side element with its right-side "mirror." What is PROHIBITED ❌ Built-in functions: Do not use rot90(), fliplr(), or flip(). Workspace violation: Just as in Problem 1, you must not allocate a second matrix to hold the flipped version.  

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