1
Find the minimum number of straight lines required to make the given figure.
Answer & Solution
Answer: Option
B
Solution:
After viewing the image, we begin by analyzing it systematically to ensure accurate counting:
Step 1 – Horizontal Lines: We start by counting the number of distinct horizontal lines present in the image. Upon careful observation, we identify 3 horizontal lines.
Step 2 – Vertical Lines: Next, we focus on the vertical lines running from top to bottom. We count a total of 5 vertical lines in the image.
Step 3 – Diagonal Lines: Finally, we examine the image for diagonal lines—those that run at an angle across the image. We find 6 diagonal lines in total.
Conclusion: By adding all these together, we get:
Total = Horizontal (3) + Vertical (5) + Diagonal (6) = 14 lines
Therefore, the final answer is 14.
Step 1 – Horizontal Lines: We start by counting the number of distinct horizontal lines present in the image. Upon careful observation, we identify 3 horizontal lines.
Step 2 – Vertical Lines: Next, we focus on the vertical lines running from top to bottom. We count a total of 5 vertical lines in the image.
Step 3 – Diagonal Lines: Finally, we examine the image for diagonal lines—those that run at an angle across the image. We find 6 diagonal lines in total.
Conclusion: By adding all these together, we get:
Total = Horizontal (3) + Vertical (5) + Diagonal (6) = 14 lines
Therefore, the final answer is 14.
