Question 938772
 let a single digit number{{{ x}}} and  a four digit  quotient {{{ abcd}}}

{{{6952/x=abcd}}} where{{{ abcd}}}  the digits from 1-9 are used exactly once

{{{6952}}}-> factor it first

{{{6952=2*3476=2*2*1738=2*2*2*869}}} -prime factors

so, since factor {{{869}}} is three digit number and we need four digit number, {{{x}}} can be {{{2}}} or {{{4}}}

{{{6952/2=3476}}}   and the digits from {{{1-9 }}}are used {{{exactly}}}{{{ once}}}
{{{6952/4=1738 }}} here also the digits from {{{1-9 }}}are used {{{exactly}}} {{{once}}}

then  the divisor can be {{{2 }}}or {{{4}}}  and quotient can be {{{3476}}} or {{{1738}}}