Question: In Diffie-Hellman key establishment Alice and Bob agree on a prime number p = 607 127 which is a primitive root modulo p. Alice

In Diffie-Hellman key establishment Alice and Bob agree on a prime number

In Diffie-Hellman key establishment Alice and Bob agree on a prime number p = 607 127 which is a primitive root modulo p. Alice has the secret key 254 and Bob has the secret key 436. What will be the "shared" secret between Alice and Bob when they run the basic Diffie-Hellman protocol? MATLAB's "powermod" function can be used in computations. and an integer g =

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