The measure of a bounded open set G is the \(\hspace{1.0cm}\) of the measures of all bounded open sets containing G.
sum
—>> greatest lower bound
least upper bound
upper bound
Tutors, Past Questions and Projects.
The measure of a bounded open set G is the \(\hspace{1.0cm}\) of the measures of all bounded open sets containing G.
sum
—>> greatest lower bound
least upper bound
upper bound