Question

13.If triangleABC IS CONGRUNT TO TRIANGLE ADC , which is true by CPCTC?
12 years ago

Answer 1

\(If~\triangle{ABC}~is~congruent~to~\triangle{ADC},~which~is~true~by~CPCTC?\)
\(\angle{ABE} = \angle{EDC}\)
\( BC = DC\)
\(AC~bisects~BD\)
\(\angle{BAC} = \angle{DCA}\)

Answer 2

OK, so the = above should be \(\cong\) Sorry.

Answer 3

\(\angle{ABE}\) is not congruent to \(\angle{EDC}\) because, while A corresponds to A and B corresponds to D, E does not correspond to C.
\(\overline{BC} \cong \overline{DC} \) They are corresponding sides.
\(\overline{AC}\) bisects \(\overline{BD}\) - not true because \(\overline{AE}\) is shorter than \(\overline{EC}\).
\(\angle{BAC} \cong \angle{DCA}\) - not true because they are not corresponding angles.