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1. accept as true with a Diffie-Hellman scheme with a common major q = 11 and a primitive root a = 2. If...

question:

1. accept as true with a Diffie-Hellman scheme with a typical leading q = eleven and a primitive root a = 2. If consumer A has public key YA = 9, what's A's deepest key XA? If consumer B has public key YB = 3, what is the secret key k shared with A?

2. perform encryption and decryption using RSA algorithm for here: p = 7; q = eleven, e = 17; M = 8 p = 11; q = 13, e = eleven; M = 7

RSA Algorithm:

it is an uneven cryptographic algorithm, used with the aid of up to date computer systems to encrypt and decrypt messages.

reply and rationalization:

1. q =eleven, n=2, Ya = 9.

Ya = (n^Xa) mod p = (2^Xa) mod eleven = 9

What vigor of 2 has modulo order 9 mod 11?

2^1 mod eleven = 2

2^2 mod 11 = four

2^three mod 11...

See full answer beneath.


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