Question 105151
Definition: A number is {{{odd}}}if it is not divisible by {{{2}}}. 

if you have:  {{{5}}},{{{7}}},{{{9}}},.....{{{35}}}

notice that each next number is for {{{2}}}greater then privious one....

divide each by {{{2}}}, and you will see that they are {{{NOT}}} divisible by {{{2}}}, which means they are {{{odd}}} numbers

you have
{{{5}}} is not divisible by {{{2}}}

{{{7}}} is not divisible by {{{2}}}

{{{9}}} is not divisible by {{{2}}}

{{{11}}} is not divisible by {{{2}}}

{{{13}}} is not divisible by {{{2}}}

{{{15}}} is not divisible by {{{2}}}

{{{17}}} is not divisible by {{{2}}}

{{{19}}} is not divisible by {{{2}}}

{{{21}}} is not divisible by {{{2}}}

{{{23}}} is not divisible by {{{2}}}

{{{25}}} is not divisible by {{{2}}}

{{{27}}} is not divisible by {{{2}}}

{{{29}}} is not divisible by {{{2}}}

{{{31}}} is not divisible by {{{2}}}

{{{33}}} is not divisible by {{{2}}}

{{{35}}} is not divisible by {{{2}}}

all these numbers are {{{odd}}} numbers
so, you have solution:

{{{5}}},{{{7}}},{{{9}}},{{{11}}},{{{13}}},{{{15}}},{{{17}}},{{{19}}},{{{21}}},{{{23}}},{{{25}}},{{{27}}},{{{27}}},{{{29}}},{{{31}}},{{{33}}},{{{35}}}