Question 27 (5 points) Let Alice and Bob run the Diffie-Hellman key exchange protocol. Assume the modulus p=13, generato
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Question 27 (5 points) Let Alice and Bob run the Diffie-Hellman key exchange protocol. Assume the modulus p=13, generato
Question 27 (5 points) Let Alice and Bob run the Diffie-Hellman key exchange protocol. Assume the modulus p=13, generator/primitive root g=6, Alice's secret number is 2, Bob's secret number is 10, then Alice's public number (which is sent to Bob) is: A Bob's public number (sent to Alice) is: A their shared secret key derived in the end of the protocol is: AJ
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