Are \overline{AB}
and \overline{CD}
congruent?
Congruent segments have equal lengths.
Find the lengths of \overline{AB}
and \overline{CD}
:
AB = |\color{COLORS[ 0 ]}{POINTS[ 0 ]} - \color{COLORS[ 1 ]}{POINTS[ 1 ]}|
CD = |\color{COLORS[ 2 ]}{POINTS[ 2 ]} - \color{COLORS[ 3 ]}{POINTS[ 3 ]}|
AB = |POINTS[ 0 ] - POINTS[ 1 ]|
CD = |POINTS[ 2 ] - POINTS[ 3 ]|
AB = POINTS[ 1 ] - POINTS[ 0 ]
CD = POINTS[ 3 ] - POINTS[ 2 ]
AB = CD
Yes, \overline{AB}
and \overline{CD}
are congruent.
AB \neq CD
No, \overline{AB}
and \overline{CD}
are not congruent.