Question 724003
Let {{{ n }}}, {{{ n + 2 }}}, and {{{ n + 4 }}} be the
consecutive even integers
given:
{{{ n + n + 2 = n + 4 + 38 }}}
{{{ 2n + 2 = n + 42 }}}
{{{ 2n - n = 40 }}}
{{{ n = 40 }}}
{{{ n + 2 = 42 }}}
{{{ n + 4 = 44 }}}
The consecutive even integers are 40, 42, and 44