This problem uses a simple substitution cipher where each letter is replaced by its numerical position in the alphabet.
The provided code for 'HAT' is '8-1-20'. We can establish the mapping based on the alphabetical order:
This confirms the mapping: H $\rightarrow$ $8$, A $\rightarrow$ $1$, T $\rightarrow$ $20$.
Using the established mapping, we can now code the word 'TAH':
Combining these numbers in order gives the code for 'TAH' as $20$-$1$-$8$.
The word 'TAH' is coded as $20$-$1$-$8$.
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?
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?