Triangle ABC has three different integer side lengths. Side AC is the longest side, and side AB is the shortest side. If the perimeter of ABC is 384 units, what is the greatest possible difference AC - AB?
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By side sum property of triangle
sum two sides of a triangle should not be greater than other side by this
AB+BC>AC
AC-AB>BC {BE 1}
from question sum of angles = 384
AB+BC+AC= 384{be 2}
from 1 and 2
greatest possible value of AC-AB=190
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