1) Alice and Bob is using Diffie Hellman publicly agree to a large prime number called the modulus, or p Alice Bob publicly agree to a number called the generator, or g, which has a primitive root relationship with p Where Ya is the Public key of Alice Common information and Alice Bob private given as shown in the Table below No Alice Common to both Bob Alice and Bob p 17, g 3 b 24 (private key) a 54 (private key) a YA b YB a Calculate the public key YA that Alice must share send to Bob b Calculate the public key YB that Bob must share send to Alice c Proof that Alice and Bob in fact compute the same secret key KAB

Question

1) Alice and Bob is using Diffie   Hellman publicly agree to a large prime number called the modulus, or p  Alice   Bob publicly agree to a number called the generator, or g, which has a primitive root relationship with p  Where Ya is the Public key of Alice  Common information and Alice  Bob private given as shown in the Table below  No Alice Common to both Bob Alice and Bob p  17, g   3 b 24 (private key) a 54 (private key) a YA b YB a  Calculate the public key YA that Alice must share send to Bob b  Calculate the public key YB that Bob must share  send to Alice c  Proof that Alice and Bob in fact compute the same secret key KAB

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1) Alice and Bob is using Diffie - Hellman publicly agree to a large prime number called the modulus, or p. Alice & Bob publicly

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