Mathematics, 27.10.2020 09:00 tessa70
Given: \overline{AC}
AC
and \overline{BD}
BD
bisect each other.
Prove: \triangle BEC \cong \triangle DEA△BEC≅△DEA.
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Select the correct answer from the drop-down menu. find the missing term. m-n/m^2-n^2+? /(m-1)(m-n)=2m/m^2-n^2 replace the question mark with to make the equation true.
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Given: \overline{AC}
AC
and \overline{BD}
BD
bisect each other.
Prov...
and \overline{BD}
BD
bisect each other.
Prov...
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