Proof: Congruent Triangles 7     
segment EP is a median in HEL
H L
segment EP is an bisector of HEL
1. 
1. 
segment HE segment LE
HEL is isosceles with legs HE and LE
HEP LEP
HEP LEP
PH = PL
H L
P is the midpoint of segment HL
segment EP is a median in HEL
EP = EP
segment EP is an bisector of HEL



ProveIt! by Michael Ferraro <mferraro@balstaff.org>.
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