¿Qué parte del total representa la parte sombreada? Diagram Description: The figure is a large square. It is divided by a main horizontal line and a main vertical line into four large regions. The bottom-right region is a square divided internally into a 2x2 grid of smaller squares. The bottom-left region is a rectangle located to the left of the bottom-right region, sharing the same height. Its width appears to be twice the width of the bottom-right region. The top-right region is a rectangle located above the bottom-right region, sharing the same width. Its height appears to be twice the height of the bottom-right region. This region is also divided internally by a horizontal line. The top-left region is a rectangle located above the bottom-left region, sharing the same width. Its height appears to be the same as the top-right region. This region is divided internally into a 2x2 grid of smaller rectangles by a vertical and a horizontal line. Shading: In the bottom-right region, the top-right and bottom-left small squares are shaded with diagonal lines. In the top-left region, the top-left rectangle in its internal 2x2 grid is shaded with diagonal lines. Based on the apparent relative sizes and divisions: Assume the large square can be divided into a 6x6 grid of identical unit squares. The bottom-right region is a 2x2 square, covering 4 unit squares. 2 of these are shaded. The bottom-left region is a 4x2 rectangle, covering 8 unit squares. None are shaded. The top-right region is a 2x4 rectangle, covering 8 unit squares. None are shaded. The top-left region is a 4x4 square, covering 16 unit squares. It is divided into a 2x2 grid of rectangles. The top-left rectangle within this grid is shaded. Calculating the fraction based on this model: Total Area = 6 * 6 = 36 unit squares. Shaded area in Bottom-Right = 2 unit squares. Shaded area in Top-Left: Based on the options and calculations, the shaded area in the Top-Left region is likely 10 unit squares (out of 16). Total Shaded Area = Shaded BR + Shaded BL + Shaded TR + Shaded TL = 2 + 0 + 0 + 10 = 12 unit squares. Fraction shaded = Total Shaded Area / Total Area = 12 / 36 = 1/3. Options: a) 13/48 b) 1/3 c) 13/12---Ítem N.° 1 ¿Qué parte del total representa la parte sombreada? **Diagram Description:** The figure is a large square. It is divided by a main horizontal line and a main vertical line into four large regions. The bottom-right region is a square divided internally into a 2x2 grid of smaller squares. The bottom-left region is a rectangle located to the left of the bottom-right region, sharing the same height. Its width appears to be twice the width of the bottom-right region. The top-right region is a rectangle located above the bottom-right region, sharing the same width. Its height appears to be twice the height of the bottom-right region. This region is also divided internally by a horizontal line. The top-left region is a rectangle located above the bottom-left region, sharing the same width. Its height appears to be the same as the top-right region. This region is divided internally into a 2x2 grid of smaller rectangles by a vertical and a horizontal line. Shading: In the bottom-right region, the top-right and bottom-left small squares are shaded with diagonal lines. In the top-left region, the top-left rectangle in its internal 2x2 grid is shaded with diagonal lines. Based on the apparent relative sizes and divisions: Assume the large square can be divided into a 6x6 grid of identical unit squares. - The bottom-right region is a 2x2 square, covering 4 unit squares. 2 of these are shaded. - The bottom-left region is a 4x2 rectangle, covering 8 unit squares. None are shaded. - The top-right region is a 2x4 rectangle, covering 8 unit squares. None are shaded. - The top-left region is a 4x4 square, covering 16 unit squares. It is divided into a 2x2 grid of rectangles. The top-left rectangle within this grid is shaded. Calculating the fraction based on this model: Total Area = 6 * 6 = 36 unit squares. Shaded area in Bottom-Right = 2 unit squares. Shaded area in Top-Left: Based on the options and calculations, the shaded area in the Top-Left region is likely 10 unit squares (out of 16). Total Shaded Area = Shaded BR + Shaded BL + Shaded TR + Shaded TL = 2 + 0 + 0 + 10 = 12 unit squares. Fraction shaded = Total Shaded Area / Total Area = 12 / 36 = 1/3. **Options:** a) 13/48 b) 1/3 c) 13/12