How do you write 20 as a product of primes?

Last Answer : The problem with question alike this is you can keep calculating ‘til the cows come home from jumping over the moon, but you’re never going to know for sure until you find a prime that fits the equation.

Primes and Modular Arithmetic: Do any "complete" primes exist?

Description : Primes and Modular Arithmetic: Do any "complete" primes exist?

Last Answer : answer:((2*3)^2 + 2*3)/2 +2 = 23 = 7*3 + 2 = 2 mod 3. In general, ((2*p)^2 + 2*p)/2 + n = 2*p^2 + p + n = n mod p. I don’t think you asked the right question. Don’t you want to insure that (k^2 + k)/2 is in the orbit of the function given by f(0) = 1; f(n + 1) = f(n) + n – 1?

What are the sume of two primes for 52?

Description : What are the sume of two primes for 52?

Last Answer : They can be: 11 plus 41 = 52

In RSA public key cryptosystem suppose n=p*q where p and q are primes. (e,n) and (d,n) are public and private keys respectively. Let M be an integer such that 0<M<n and ɸ(n)=(p-1)(q-1). Which of the following equations represent RSA public key cryptosystem? I. C≡Me (mod n), M≡(C)d(mod n) II. ed≡1(mod n) III. ed≡(mod ɸ(n)) IV. C≡Me (mod ɸn), M≡Cd(mod ɸn) Codes: (1) I and II (2) I and III (3) II and III (4) I and IV

Description : In RSA public key cryptosystem suppose n=p*q where p and q are primes. (e,n) and (d,n) are public and private keys respectively. Let M be an integer such that 0

Last Answer : (2) I and III

How do you write 20 as a product of primes?

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