Question

What could ${}^{\prime }Y@12D$%$24$' stand for?

• A. Amritsar Faizabad
• B. Ajmer Faizabad
• C. Amritsar Faridabad
• D. Ajmer Faridabad
• E. Cannot be determined

Answer 1

Answer: (D)

Ajmer Faridabad

Observe all numbers are multiple of $3$.
Number: (Number of letters in word $–1)\times 3$
Observe 4 symbols are used and there are words ending in 4 letters only $u,r,d,i$
So $u$ is represented by #, $r$ is represented by @, $d$ is represented by %, $i$ is represented by $.
Alphabet: (first letter of word $–2$). If the first letter represents number$\le 13$ i.e.$\left(26/2\right)$ then alphabet written at start, but if first letter represents number > 13 (26/2) then alphabet written at end
So
$Jammu$ will be coded as:
$J=10$ which is$\le 13$, $10-2=8$ which is $H$, last letter $u$ is represented by #, and number of letters in $5$ so $(5-1)\times 3=12$
So $H$#$12$
$Puri$will be coded as:
$P=16$ which is $>13$, $16-2=14$ which is $N$, last letter $i$ is represented by $,andnumberoflettersinPuriis$4$so$(4-1) \times 3 = 9$
So 9N$

Following the above logic

In $Y$@$12$, first alphabet of our answer is $A$, last alphabet of answer is $R$ and total no. of alphabets in the word are $5$, which is satisfied by option D.

In $D$%$24$, first alphabet of our answer is $F$, last alphabet of answer is $D$ and total no. of alphabets in the word are $9$, $Faridabad$ satisfies the above conditions.