th public key p = 11 q = 13 and e = 23 to encrypt your unique student number. You need to remove all the consecutive zeros in the middle of the student number, then divide your student number into the blocks of two-digits from left to right. Afterwards, you will need to encrypt the resulted list of numbers by RSA. For example, the student number

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Use RSA cryptography with public key p = 11 q = 13 and e = 23 to encrypt
your unique student number. You need to remove all the consecutive zeros in the
middle of the student number, then divide your student number into the blocks of
two-digits from left to right. Afterwards, you will need to encrypt the resulted list of
numbers by RSA.
For example, the student number 13060009867 becomes the list of [13, 6, 98,
67]. Then you need to directly encrypt the numbers 13, 6 , 98 and 67 by RSA.

Use RSA cryptography with public key p = 11 q = 13 and e = 23 to encrypt
your unique student number. You need to remove all the consecutive zeros in the
middle of the student number, then divide your student number into the blocks of
two-digits from left to right. Afterwards, you will need to encrypt the resulted list of
numbers by RSA.
For example, the student number 13060009867 becomes the list of [13, 6, 98,
67]. Then you need to directly encrypt the numbers 13, 6 , 98 and 67 by RSA.
Transcribed Image Text:Use RSA cryptography with public key p = 11 q = 13 and e = 23 to encrypt your unique student number. You need to remove all the consecutive zeros in the middle of the student number, then divide your student number into the blocks of two-digits from left to right. Afterwards, you will need to encrypt the resulted list of numbers by RSA. For example, the student number 13060009867 becomes the list of [13, 6, 98, 67]. Then you need to directly encrypt the numbers 13, 6 , 98 and 67 by RSA.
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