In a certain code language, ‘MOBILES’ is written as ‘N12Y18O22H’ and ‘VEHICLE’ is written as ‘E22S18X15V’. How will ‘NEUTRON’ be written in the same code language?
- AM22G712M
- BM22F7I12M
- CM22F8L12M
- DM23F7L13M
Solution & Step-by-step Explanation
Let's analyze the coding pattern for MOBILES → N12Y18O22H:
The letters are alternatively converted to opposite letters or positional numbers/transformed values.
Let's look closely at consonants and vowels:
M (Consonant) → N (Opposite letter)
O (Vowel) → 12 (Opposite letter's positional value: O↔L=12)
B (Consonant) → Y (Opposite letter)
I (Vowel) → 18 (Opposite letter's positional value: I↔R=18)
L (Consonant) → O (Opposite letter)
E (Vowel) → 22 (Opposite letter's positional value: E↔V=22)
S (Consonant) → H (Opposite letter)
Wow, the rule is:
Consonants are replaced by their opposite alphabet letter.
Vowels are replaced by the positional value of their opposite alphabet letter.
Let's cross-verify with VEHICLE → E22S18X15V:
V (Consonant) → E (Opposite)
E (Vowel) → 22 (Opposite is V = 22)
H (Consonant) → S (Opposite)
I (Vowel) → 18 (Opposite is R = 18)
C (Consonant) → X (Opposite)
L (Consonant) → O? Wait, in VEHICLE → E22S18X15V:
Let's count positions:
V → E
E → 22
H → S
I → 18
C → X
L → 15 (Opposite of L is O = 15) -> Ah! Here L is treated with its opposite number 15!
E → V (Opposite letter)
Let's look at the alternate positions instead of vowel/consonant:
Positions in MOBILES (7 letters):
M → N (Opposite Letter)
O → 12 (Opposite Value)
B → Y (Opposite Letter)
I → 18 (Opposite Value)
L → O (Opposite Letter)
E → 22 (Opposite Value)
S → H (Opposite Letter)
This perfectly matches Alternate position logic: Odd positions = Opposite Letter, Even positions = Opposite Number.
Let's verify VEHICLE (7 letters) with this alternate position logic:
V (Odd) → E (Opposite Letter)
E (Even) → 22 (Opposite Value)
H (Odd) → S (Opposite Letter)
I (Even) → 18 (Opposite Value)
C (Odd) → X (Opposite Letter)
L (Even) → 15 (Opposite Value)
E (Odd) → V (Opposite Letter)
This perfectly matches the pattern!
Now let's apply this to NEUTRON (7 letters):
N (Odd) → Opposite Letter = M
E (Even) → Opposite Value of E (V) = 22
U (Odd) → Opposite Letter of U = F
T (Even) → Opposite Value of T (G) = 7
R (Odd) → Opposite Letter of R = I
O (Even) → Opposite Value of O (L) = 12
N (Odd) → Opposite Letter of N = M
Combining them, we get: M22F7I12M.
The letters are alternatively converted to opposite letters or positional numbers/transformed values.
Let's look closely at consonants and vowels:
M (Consonant) → N (Opposite letter)
O (Vowel) → 12 (Opposite letter's positional value: O↔L=12)
B (Consonant) → Y (Opposite letter)
I (Vowel) → 18 (Opposite letter's positional value: I↔R=18)
L (Consonant) → O (Opposite letter)
E (Vowel) → 22 (Opposite letter's positional value: E↔V=22)
S (Consonant) → H (Opposite letter)
Wow, the rule is:
Consonants are replaced by their opposite alphabet letter.
Vowels are replaced by the positional value of their opposite alphabet letter.
Let's cross-verify with VEHICLE → E22S18X15V:
V (Consonant) → E (Opposite)
E (Vowel) → 22 (Opposite is V = 22)
H (Consonant) → S (Opposite)
I (Vowel) → 18 (Opposite is R = 18)
C (Consonant) → X (Opposite)
L (Consonant) → O? Wait, in VEHICLE → E22S18X15V:
Let's count positions:
V → E
E → 22
H → S
I → 18
C → X
L → 15 (Opposite of L is O = 15) -> Ah! Here L is treated with its opposite number 15!
E → V (Opposite letter)
Let's look at the alternate positions instead of vowel/consonant:
Positions in MOBILES (7 letters):
M → N (Opposite Letter)
O → 12 (Opposite Value)
B → Y (Opposite Letter)
I → 18 (Opposite Value)
L → O (Opposite Letter)
E → 22 (Opposite Value)
S → H (Opposite Letter)
This perfectly matches Alternate position logic: Odd positions = Opposite Letter, Even positions = Opposite Number.
Let's verify VEHICLE (7 letters) with this alternate position logic:
V (Odd) → E (Opposite Letter)
E (Even) → 22 (Opposite Value)
H (Odd) → S (Opposite Letter)
I (Even) → 18 (Opposite Value)
C (Odd) → X (Opposite Letter)
L (Even) → 15 (Opposite Value)
E (Odd) → V (Opposite Letter)
This perfectly matches the pattern!
Now let's apply this to NEUTRON (7 letters):
N (Odd) → Opposite Letter = M
E (Even) → Opposite Value of E (V) = 22
U (Odd) → Opposite Letter of U = F
T (Even) → Opposite Value of T (G) = 7
R (Odd) → Opposite Letter of R = I
O (Even) → Opposite Value of O (L) = 12
N (Odd) → Opposite Letter of N = M
Combining them, we get: M22F7I12M.