Question 1125273


To find a missing number in a Sequence, first we must have a Rule


{{{2493}}}, _, _, _, _, {{{8008 }}}

there is 6 terms in all

difference {{{8008-2493=5515}}}

since there are {{{5}}} differences between two consecutive terms, divide by {{{5}}}

{{{5515/5=1103}}} -> common difference 


first term:{{{2493}}}, 
second term: {{{2493+1103=3596}}}
third term:{{{3596+1103=4699}}}
fourth term:{{{ 4699+1103=5802}}}
fifth term: {{{5802+1103=6905}}}
sixt term: {{{6905+1103=8008}}}


so, your sequence is:

{{{2493}}}, {{{3596}}}, {{{4699}}}, {{{5802}}}, {{{6905}}}, {{{8008 }}}