Proof: Congruent Triangles 7
segment EP is a median in
HEL
H
L
segment EP is an
bisector of
HEL
1.
1.
H
L
P is the midpoint of segment HL
EP = EP
segment HE
segment LE
segment EP is a median in
HEL
segment EP is an
bisector of
HEL
HEL is isosceles with legs HE and LE
PH = PL
HEP
LEP
HEP
LEP
ProveIt!
by Michael Ferraro <
mferraro@balstaff.org
>.
Copyright ©2021. All rights reserved.
segment EP is a median in 
HEL
H 
