I Have $N= pq$ and $44*p ≈ 17q$. N is a HUGE integer N=8124642558124642555899928124642555899924479992447,

In RSA $p$ and $q$ must be a prime number and integer.

So how can resolve this equation?

Iam using maple, i bagan with s := evalf(solve(eqns, [p, q])) with eqns := {N = pq, 44p = 17*q}.

The result is not a prime number. How can i put an other condition to force p and q to be prime. Or iam missing something

Thank you for your help,

I'm given $N=p\,q$ and told that $44\,p\approx 17\,q$ (with the value given for $N$ some 49-digit integer 8124642558124642555899928124642555899924479992447).

In RSA $p$ and $q$ must be prime.

So how can I solve this equation?

I'm using Maple, I began with s := evalf(solve(eqns, [p, q])) with eqns := {N = pq, 44p = 17*q}.

The result is not a prime number. How can I put another condition to force $p$ and $q$ to be prime? Or am I missing something?

_{Note of the editor: superlative HUGE removed for $N$, since it is way too small for RSA being secure.}

I Have $G= x y$ and $i y \approx j y$. G is a HUGE integer, $i$ and $j$ are small int

how to solve this in RSA $x$ and $y$ must be a prime number and integer.

So how can resolve this equation?

Thank you

I Have $N= pq$ and $44*p ≈ 17q$. N is a HUGE integer N=8124642558124642555899928124642555899924479992447,

In RSA $p$ and $q$ must be a prime number and integer.

So how can resolve this equation?

Iam using maple, i bagan with s := evalf(solve(eqns, [p, q])) with eqns := {N = pq, 44p = 17*q}.

The result is not a prime number. How can i put an other condition to force p and q to be prime. Or iam missing something

Thank you for your help,

I Have G= x*y and iy ~ = jy . G is a HUGE integer, i and j are small int

how to solve this in rsa x and y must be prime number and integer.

So how can resolve this equation

Thank you

I Have $G= x y$ and $i y \approx j y$. G is a HUGE integer, $i$ and $j$ are small int

how to solve this in RSA $x$ and $y$ must be a prime number and integer.

So how can resolve this equation?

Thank you