Using data p=3, q=11, n=pq, d=7 in
RSA algorithm find the cipher text
of
the given plain text SUZANNE
(A) BUTAEEZ
(B) SUZANNE
(C) XYZABCD
(D) ABCDXYZ.
Answer A.
Explanation
N=pxq.
N=33.
Phi= (p-1)x(q-1) =20.
Choose d and e such that both are co
prime.
Choose e such that 1 < e < phi and e and n are coprime. Let d=7 .
Compute a value for e such that (d * e) % phi = 1. One solution is e =
3 [(3 * 7) % 20 = 1] so e =3
Ciphertext =(plaintext)3mod n.
S position is 19 th so it can be.
(19*19*19)mod 33= 6859-6831=28
28 th position is of B.
Hence answer is option A.
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