Using a transposition matrix of size 4 by 6 (4 columns, 6 rows) and key ‘time’ decode the following message:
RLAPET HWBUIE EIERSS TELSRT
I am just looking for either a starting point or a step by step guide through the question please.
Using a transposition matrix of size 4 by 6 (4 columns, 6 rows) and key ‘time’ decode the following message:
RLAPET HWBUIE EIERSS TELSRT
I am just looking for either a starting point or a step by step guide through the question please.
You’re told that the key is
time. This means that the message was written by rows into an array with four columns; since there are $24$ letters, this took six rows. The keytimewas written at the top of the array, so that thetwas above the first column, theiabove the second column, and so on. Finally, the letters were read out one column at a time, taking the columns in alphabetical order of the letters in the keyword. Thus, the fourth column, under theeoftime, was read out first, and the first column, under thet, was read out last.If the message had been
This is my note, the initial setup would have looked like this:The letters of
timein alphabetical order areeimt, so I now read off columns $4$, $2$, $3$, and $1$ in that order to produceSYE HSO IMT TIN.To decipher the given message, reverse the procedure.
RLAPETis the first column read out, so it must be thee(fourth) column of the original array:HWBUIEwas the second column read out, so it must be thei(second) column of the original array:Continuing in this fashion, we reconstruct the entire initial array:
The original message was filled in by rows, so it must have been
THEREWILLBEASURPRISETEST, and you’ll have no trouble supplying the correct word divisions.