This problem involves a simple substitution cipher where each letter is replaced by its corresponding position in the alphabet.
Apply the same logic to the word LAP:
Therefore, the code for LAP is 12116.
If $9 @ 3 = 108$ and $10 @ 2 = 80$, what is $7 @ 1$?
If in a code A=26, B=25, ..., Z=1, what is the code for CAT?
If "FISH" is coded as "6-9-19-8", how will "HISF" be coded?
If in a code language, HEAD = 4158 and PASTE = 52019116, then TRICK = ?
In a certain code language, 'ATUL' is coded as '1-20-21-12' and 'RAJU' is coded as '18-1-10-21'. How will 'GITA' be coded in that language?
In a certain code language, ‘SAVE’ is coded as ‘522119’. How will ‘WEAK’ be coded in that language?
In a certain code language, ‘CONVERT’ is coded as ‘34142221820’, and ‘FORTUNE’ is coded as ‘6418205142’. How will ‘ACQUIRE’ be coded in that language?
In a certain code language, REWARI is coded as 185231189. How will SIRSA be coded in that language?