ANS:B - 16

The explanation describes a pattern for generating numbers by doubling in a specific order. Here’s a detailed breakdown of how to understand and apply this pattern:

Explanation of the Pattern:

1. Starting Point:
   • Begin with the top left number of the diagram.
2. Doubling Sequence:
   • Alternate between moving left and right through the rows.
   • Double the number each time you move to the next position.
3. Repeating Sequence:
   • After completing the sequence starting from the top left number, start again with the top right number and repeat the doubling pattern.

Applying the Pattern:

To determine or verify the result, follow these steps:

1. Identify the Starting Number:
   • Note the initial number in the top left position.
2. Double the Number:
   • Move through the diagram one row at a time, alternating between left and right.
   • Double the number at each step.
3. Repeat from the Top Right:
   • After completing the sequence starting from the top left, start again from the top right number.
   • Apply the same doubling pattern.

Example:

Assume the numbers in the diagram are:

• Top Left Number: 2
• Top Right Number: 3

Starting with the Top Left Number (2):

1. Double 2:
   • First number: 222
   • Move to the next position (left or right) and double it.
2. Move Right:
   • 2×2=42 \times 2 = 42×2=4
3. Move Left:
   • 4×2=84 \times 2 = 84×2=8
4. Move Right:
   • 8×2=168 \times 2 = 168×2=16

Starting with the Top Right Number (3):

1. Double 3:
   • First number: 333
   • Move to the next position (left or right) and double it.
2. Move Left:
   • 3×2=63 \times 2 = 63×2=6
3. Move Right:
   • 6×2=126 \times 2 = 126×2=12
4. Move Left:
   • 12×2=2412 \times 2 = 2412×2=24

Verification:

• Ensure that the pattern of doubling each number in the sequence correctly follows the given pattern and matches the provided number.

Conclusion:

The provided answer 16 suggests that by starting with a number, moving through the diagram, and doubling at each step while alternating between left and right, you eventually reach 16. This pattern correctly demonstrates how doubling numbers in a specific order and repeating the process from another starting point leads to the final result.