a: AC⊥AB
BM⊥AB
Do đó: AC//BM
a, Vì AC⊥AB và BM⊥AB nên AC//BM
b, Ta có \(\widehat{DME}=90^0-\widehat{DEM}=30^0;\widehat{AMB}=90^0-\widehat{MAB}=60^0\)
Do đó \(\widehat{BMC}=\widehat{AMB}+\widehat{ACM}=30^0+\widehat{DME}=90^0\)
\(\Rightarrow CM\perp BM\\ \Rightarrow CM\perp AC\\ \Rightarrow AC//DE\)