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Mathematics
Problem
Given:
B
E
‾
\overline{BE}
B
E
and
A
D
‾
\overline{AD}
A
D
intersect at point
C
C
C
B
C
‾
≅
E
C
‾
\overline{BC} \cong \overline{EC}
B
C
≅
E
C
A
C
‾
≅
D
C
‾
\overline{AC} \cong \overline{DC}
A
C
≅
D
C
A
B
‾
\overline{AB}
A
B
and
D
E
‾
\overline{DE}
D
E
are drawn Prove:
△
A
B
C
≅
△
D
E
C
\triangle ABC \cong \triangle DEC
△
A
B
C
≅
△
D
E
C
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