Question 809598
The consecutive odd integers are {{{2n+1}}} and {{{2n+3}}}.


{{{(2n+1)(2n+3)=15}}}
{{{4n^2+2n+6n+3=15}}}
{{{4n^2+8n=12}}}
{{{n^2+2n=3}}}
{{{n^2+2n-3=0}}}
{{{(n+3)(n-1)=0}}}
'
{{{n=-3}}} or {{{n=1}}}


Putting these into the general expressions,
the two numbers are -5 and -3
OR
3 and 5.