Task 1: Explain how prime numbers are important by evaluating an example based on the RSA algorithm. A) Generate a public/private key pair: Assuming the two primes chosen to generate the keys as the following p=13 q=the nearest prime number to your last two digits of your university ID You should choose a value e > 5. Encrypt a message M=12 then decrypt the ciphertext to retrieve the original message. B) Repeat your work in A and B without using prime numbers to generate the keys and compare your results. You should show all your calculations and assumptions.

Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
Section: Chapter Questions
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Task 1:
Explain how prime numbers are important by evaluating an example based on the RSA algorithm.
A) Generate a public/private key pair:
Assuming the two primes chosen to generate the keys as the following
p=13
q = the nearest prime number to your last two digits of your university ID
You should choose a value e > 5.
Encrypt a message M=12 then decrypt the ciphertext to retrieve the original message.
B)
Repeat your work in A and B without using prime numbers to generate the keys and compare your
results. You should show all your calculations and assumptions.
Transcribed Image Text:Task 1: Explain how prime numbers are important by evaluating an example based on the RSA algorithm. A) Generate a public/private key pair: Assuming the two primes chosen to generate the keys as the following p=13 q = the nearest prime number to your last two digits of your university ID You should choose a value e > 5. Encrypt a message M=12 then decrypt the ciphertext to retrieve the original message. B) Repeat your work in A and B without using prime numbers to generate the keys and compare your results. You should show all your calculations and assumptions.
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