Question

A "group of letters" has a few letters flipped on vertical axis. The mirror image of this "group of letters" is shown below. What is the total number of flipped letters in the group? 

Hint:

For reflection-based problems, carefully analyze the shapes of letters or symbols and check for ambiguity in interpretations.

Answer 1

Correct Answer: 9

Step 1: Identify letters flipped along the vertical axis.
The letters flipped include: \[ \text{p, q, b, d, m, w, n.} \] This gives a count of 7.
Step 2: Evaluate potential ambiguities.
Some interpretations may also consider \(6\) and \(y\) as flipped based on visual resemblance, which would add 2 more flipped letters.
Step 3: Conclude the possible answers.
The total flipped letters could be: \[7 \text{ or } 9.\]