Answer:
1. The Diffie Hellman method allows Bob and Alice to exchange values and end up with the same result. Calculate the shared value for: G=1523, N=7673, x=5, y=14
Additional information:
In Diffie-Hellman, Bob and Alice agree on G (a generator) and N (a prime number), and then Bob picks a random value of x, and Alice picks a random value of y: Bob (x) Alice (y) b=G^x mod N a=G^y mod N Bob sends Alice the value of b Alice sends Bob the value of a Key=a^x mod N Key=b^y modN
Ans: 1087