3.) Alice reflects on the situation and realizes this is a situation where asymmetric encryption could be used as long as she and Bob arrange to exchange their public keys in a secure fashion. If Bob and Alice agree to use the F3 Fermat number as their exponent demonstrate the computation of an RSA public/private keypair if Alice selects 59 and 67 as the prime factors for her composite modulus. Indicate what number Alice needs to retain privately and what number she needs to securely convey to Bob.
e = 257
p = 59
q = 67
n = p * q = 3953
phi = (p-1) * (q-1) = 58 * 66 = 3828
find d= e-1 mod phi = 257-1 mod 3828 = 3545
alice need to keep (3545,3953)
alice need send (257,3953) to bob
3.) Alice reflects on the situation and realizes this is a situation where asymmetric encryption could...
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