1. (i) Find all four square roots of 61 in Z247. (ii) Show that r37 = x for all a E Z217. (iii) In the RSA public key cryptosystem a user has public key N = 527 (the modulus) and e = 11 (the...

1. (i) Find all four square roots of 61 in Z247.<br>(ii) Show that r37 = x for all a E Z217.<br>(iii) In the RSA public key cryptosystem a user has public key N = 527 (the modulus)<br>and e = 11 (the encryption exponent). Determine the user's private key d (the<br>decryption exponent)<br>

Extracted text: 1. (i) Find all four square roots of 61 in Z247. (ii) Show that r37 = x for all a E Z217. (iii) In the RSA public key cryptosystem a user has public key N = 527 (the modulus) and e = 11 (the encryption exponent). Determine the user's private key d (the decryption exponent)

Jun 04, 2022

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1. (i) Find all four square roots of 61 in Z247. (ii) Show that r37 = x for all a E Z217. (iii) In the RSA public key cryptosystem a user has public key N = 527 (the modulus) and e = 11 (the...

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