# How do you find two consecutive integers whose sum is 104?

There are no such integers because the sum of two consecutive integers is ALWAYS an odd number . For example, $3 + 4 = 7$ where 3 and 4 are consecutive integers and 7 is odd number.
The consecutive integers can be represented as $x , x + 1$
hence $x + \left(x + 1\right) = 104 \implies 2 x = 103 \implies x = \frac{103}{2} = 51.5$