For a certain Hill Cipher the Encryption Matrix is [[17 17 5] [21 18 21] [2 2 19]]. The Plaintext is orb. The corresponding Cipher text will be
Question
Solution 1
To solve this, we first need to convert the plaintext "orb" into numerical equivalents. In the English alphabet, "o" is 15, "r" is 18, and "b" is 2. So, our plaintext vector is [15, 18, 2].
Next, we multiply the encryption matrix by the plaintext vector. This is done as follows:
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