SHOES: 19815519 :: SHIRT : ?
This problem involves a letter-to-number coding technique. The relationship between the word "SHOES" and the number "19815519" is based on the alphabetical position of each letter in the word. We need to apply the same logic to the word "SHIRT".
Map each letter of "SHOES" to its position in the English alphabet:
Concatenating these positions gives the number: $19 \mathbin{|} 8 \mathbin{|} 15 \mathbin{|} 5 \mathbin{|} 19 = 19815519$. The vertical bar symbol is used here just for separation illustration; the actual process is direct concatenation.
Map each letter of "SHIRT" to its alphabetical position:
Concatenate the positions obtained in Step 2:
The resulting number is $19891820$.
The calculated number $19891820$ matches Option 4.
In a certain code language, ‘CROW’ is coded as ‘64’ and ‘EAGLE’ is coded as ‘125’. How will ‘PARROT’ be coded in that language?
In a certain code language, ‘AROUND’ is coded as ‘52182412144’ and ‘FIX’ is coded as ‘63624’. How will ‘PLASTIC’ be coded in that language?
If POSTER is coded as 592314 and DARK is coded as 8647, then how will STROKE be coded as?
In a certain code language, ‘POUND’ is coded as ‘106’ and ‘CLEAN’ is coded as ‘41’. How will ‘MAKER’ be coded as in that language?
In a certain code language, 'CURD' is written as '342184' and 'BREAD' is written as '2181024'. How will 'BUTTER' be written in that language?