Question: In setting up to do RSA public key encryption, let p=3 and q=23 be the two initial prime numbers. also let e=5 be a randomly

In setting up to do RSA public key encryption, let p=3 and q=23 be the two initial prime numbers. also let e=5 be a randomly chosen value less than and relatively prime to (n) Given the values above, compute the following. What is the value of n? What is (n)? Show that the value d=9 is the modulo (n) inverse of e. What is the corresponding public key for these values? What is the corresponding private key for these values?

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