What is the minimum number of straight lines in the following figure?
To determine the minimum number of straight lines in the figure, follow these steps:
- Visually inspect the figure and identify all unique straight lines.
- Track each line vertically, horizontally, and diagonally to ensure they are not counted more than once.
In the given figure:
- There are 3 vertical lines.
- There are 3 horizontal lines.
- There are 6 diagonal lines forming an 'X' shape across different sections.
Adding these gives a total:
- \(3 \text{ (vertical lines)} + 3 \text{ (horizontal lines)} + 6 \text{ (diagonal lines)} = 12 \text{ lines}\)
Hence, the minimum number of straight lines in the figure is 12.
The correct answer is 12.
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