1.已知,如图,在梯形ABCD两腰AD,BC的中点.【1】猜想;线段EF,DC的位置关系【2】EF=½【AB+CD]2.已知 如图,在梯形ABCD中,AB=CD,AD‖BC,点E在AD上,且EB=EC,求证AE=DE

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1.已知,如图,在梯形ABCD两腰AD,BC的中点.【1】猜想;线段EF,DC的位置关系【2】EF=½【AB+CD]2.已知 如图,在梯形ABCD中,AB=CD,AD‖BC,点E在AD上,且EB=EC,求证AE=DE
1.已知,如图,在梯形ABCD两腰AD,BC的中点.【1】猜想;线段EF,DC的位置关系
【2】EF=½【AB+CD]
2.已知 如图,在梯形ABCD中,AB=CD,AD‖BC,点E在AD上,且EB=EC,求证AE=DE

1.已知,如图,在梯形ABCD两腰AD,BC的中点.【1】猜想;线段EF,DC的位置关系【2】EF=½【AB+CD]2.已知 如图,在梯形ABCD中,AB=CD,AD‖BC,点E在AD上,且EB=EC,求证AE=DE
1.EF平行于DC
∵点E,F是AD,BC的中点
∴EF平行于AB,CD EF=2分之1(AB+CD)
(梯形的中位线平行于两底且等于两底和的一半)
2.∵AB=CD 四边形ABCD是梯形
∴梯形ABCD是等腰梯形
∴∠ABC=∠DCB
∵BE=CE
∴∠EBC=∠ECB
∴∠ABC-∠EBC=∠DCB-∠ECB
即∠ABE=∠DCE
∵AB=CD BE=CE
∴△AEN全等于△DCE
∴AE=DE

Upgrade Mobile Phones ? Stay Connected With Same Number!!
Mobile phones have become a basic need for everybody, and there are numerous handset providers in the market to fulfill this requiremen...

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Upgrade Mobile Phones ? Stay Connected With Same Number!!
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Upgrade Mobile Phones ? Stay Connected With Same Number!!
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