Question 1048541
The absolute value of {{{x}}}, denoted "{{{abs( x) }}}" (and which is read as "the absolute value of {{{x}}}"), is the {{{distance}}} of {{{x}}} from {{{zero}}}. 
This is why absolute value is {{{never}}}{{{ negative}}}; absolute value only asks "{{{how}}}{{{ far}}}?", not "in which direction?" 

This means that {{{abs(-4)=4 }}} because {{{-4}}} is four units to the left of zero, and {{{abs(-5)=5 }}} because {{{-5}}} is five units to the left of zero.

since {{{five}}}{{{ units}}} to the left of zero is further left from the zero than {{{four}}}{{{ units}}}, means  {{{abs(-5)> abs(-4)}}}

so, your answer is  {{{abs( -4)< abs( -5)}}}