To find the mirror image, we reverse the order of the elements and reflect each individual character laterally.
1. Reversing the sequence:
The original sequence is x,C,w,V,5,2,3,A.
Reading from right to left (as it appears in a mirror), we get: A,3,2,5,V,w,C,x.
2. Reflecting each character laterally:
A remains ∀
3 becomes \Ɛ
2 becomes \ᄅ
5 becomes \Ƨ
V remains V (symmetrical)
w becomes \ʍ
C becomes ⊃ (if viewed as a standard letter, it reflects to open towards the left)
x remains x (symmetrical)
3. Assembling the mirror image:
Combining these reflected characters in the reversed order:
∀\Ɛ\ᄅ\ƧV\ʍ⊃x
Wait, let's re-examine the options based on the common convention for this type of test question, where characters are reflected individually and order is reversed:
The original sequence is: x,C,w,V,5,2,3,A
Mirror image: ∀,\Ɛ,\ᄅ,\Ƨ,V,\ʍ,⊃,x (Reversed order)
Looking closely at the provided options, option (b) shows the correct reflection of each character and the reversed order:
x C ʍ V Ƨ ᄅ Ɛ A (Note: Some fonts/tests may keep 'A' or 'V' upright based on standard typefaces used in the exam).
Based on the provided options, (b) represents the most accurate transformation.
Conclusion:
The correct option is (b).
