①0.5√15
②连接AB,
∵BD=CD,AE=CE
∴DE是△ABC的中位线
∴DE=0.5AB=√2
③∴S△ABC=4S△CDE
∴S△ODE=S四边形ODCE-S△CDE
=0.5S四边形OACB--S△CDE
=0.5(S△OAB+S△ABC)-S△CDE
=0.5S△OAB+0.5*4S△CDE-S△CDE
=0.5S△OAB+S△CDE
∴S△ODE-S△CDE=0.5S△OAB=1
①0.5√15
②连接AB,
∵BD=CD,AE=CE
∴DE是△ABC的中位线
∴DE=0.5AB=√2
③∴S△ABC=4S△CDE
∴S△ODE=S四边形ODCE-S△CDE
=0.5S四边形OACB--S△CDE
=0.5(S△OAB+S△ABC)-S△CDE
=0.5S△OAB+0.5*4S△CDE-S△CDE
=0.5S△OAB+S△CDE
∴S△ODE-S△CDE=0.5S△OAB=1