- We found a decryption matrix from an encryption matrix by finding the inverse of the encryption matrix.
- We split the encrypted message into groups of 3, and then multiplied each group of 3 by the decryption matrix in order to find their respective values.
- We used the code 1=A, 2=B, 3=C, and so on, to determine the alphabetical counterpart of each number and to subsequently determine the final message.
- We selected our own invertible matrix and multiplied the resultant number groups from step 2 by this matrix to encrypt the message ourselves.
Here is a picture of this worksheet:
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