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如图,AD,AE,BC分别切⊙O于点D,E,F,若△ABC的周长为24,则AD的长是( )
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如图AEADBC分别切⊙O于EDF若AD=20则△ABC的周长为.
如图△ABC中AD是边BC上的中线过点A.作AE∥BC过点D.作DE∥ABACDE交于O.点AEDE
如图已知⊙O是△ABC的外接圆AB=BCAD是BC边上的高AE是⊙O的直径.1求证AC•BC=AD•
如图已知⊙O.是△ABC的外接圆AB=BCAD是BC边上的高AE是⊙O.的直径.过点C.作⊙O.的切
已知⊙O.为△ABC的外接圆点E.是△ABC的内心AE的延长线交BC于点F.交⊙O.于点D.1如图1
已知如图8AD是△ABC外接圆⊙O.的直径AE是△ABC的边BC上的高DF⊥BCF.为垂足.1求证B
如图AEAD和BC分别切⊙O于点EDF.如果AD=20那么△ABC的周长为
20
30
40
50
如图AEADBC分别切⊙O.于点E.D.F.若AD=20则△ABC的周长是.
如图在△ABC中AB=BCBE⊥AC于点E.AD⊥BC于点D.∠BAD=45°AD与BE交于点F.连
如图AB为半圆O.的直径CD切⊙O.于点E.AD.BC分别切⊙O.于
B.两点,AD与CD相交于D.,BC与CD相交于C.,连接OD.OC,对于下列结论:①OD
2
=DE•CD;②AD+BC=CD;③OD=OC;④S.
梯形ABCD
=CD•OA;⑤∠DOC=90°;⑥若切点E.在半圆上运动(A.
两点除外),则线段AD与BC的积为定值.其中正确的个数是( )
A.5B.4
3
2
如图AEADBC分别切⊙O.于点E.D.F.若AD=20求△ABC的周长.
如图⊙O.分别切△ABC的三条边ABBCCA于点D.E.F.若AB=5AC=6BC=7求ADBECF
.在Rt△ABC中以AB上一点O.为圆心OB长为半径作⊙O.⊙O.与AC相切于点E.分别交ABBC于
如图AD.AE分别是⊙O.的切线D.E.为切点BC切⊙O.于F.交AD.AE于点B.C.若AD=8.
8
10
16
不能确定
如图AEADBC分别切⊙O于点EDF若AD=20则△ABC的周长为.
如图在△ABC中AB=BC以AB为直径的⊙O.分别交ACBC于点D.E.过点A.作⊙O.的切线交BC
如图⊙O.分别切△ABC的三条边ABBCCA于点D.E.F.若AB=5AC=6BC=7求ADBECF
如图已知△ABC中AB=13BC=121当∠ACB=90°时求△ABC的面积.2在1的条件下若点O.
.在Rt△ABC中以AB上一点O.为圆心OB长为半径作⊙O.⊙O.与AC相切于点E.分别交ABBC于
如图AEADBC分别切⊙O于点ED和点F若AD=8cm则△ABC的周长为cm.
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