Question 646945
let's a number be {{{x}}}

given:

{{{16<x<30}}}
The product of my two prime factors is {{{6}}}; so,
{{{2}}} and {{{3}}} are {{{prime}}} numbers, and they are {{{2}}} and {{{3}}} {{{prime}}}{{{ factors}}} of {{{6}}}...there are two of them, means even number 

{{{2*3=6}}}, but it cannot make {{{16<x<30}}} true

next number with same prime factors is {{{12=2*2*3}}}, but it cannot make {{{16<x<30}}} true either 

only numbers that make it true are {{{18}}} and {{{24}}}

{{{x}}} cold be {{{18}}}({{{2*3^2}}}) or {{{24}}}({{{2^3*3}}})

because 
{{{16<18<30}}} and {{{16<24<30}}}....true