配套习题-三角形全等证明中如何选择全等判定定理 -【青果学院】

本课配套习题挑战模式1/5

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单选题

难度系数：

1.

如图，点B在∠CAD的平分线上，若添加一个适当的条件能使△ABC≌△ABD，所添加的条件不可以是（）

A:
∠C=∠D

B:
AC=AD

C:
∠CBE=∠DBE

D:
BC=BD

提示1：PHA+5qC55o2u5Yik5a6a5a6a55CG5Yik5patPC9wPg==
答案：RA==
PGRpdj7op6PnrZTvvJriiLXngrlC5Zyo4oigQ0FE55qE5bmz5YiG57q/5LiK77yMPGJyPuKItOKIoENBQj3iiKBEQULvvIw8YnI+QeOAgeiLpea3u+WKoOKIoEM94oigRO+8jOWImeWPr+WIqeeUqEFBU+i/m+ihjOWFqOetieeahOWIpOWumu+8jOaVheacrOmAiemhuemUmeivr++8mzxicj5C44CB6Iul5re75YqgQUM9QUTvvIzliJnlj6/liKnnlKhTQVPov5vooYzlhajnrYnnmoTliKTlrprvvIzmlYXmnKzpgInpobnplJnor6/vvJs8YnI+Q+OAgeiLpea3u+WKoOKIoENCRT3iiKBEQkXvvIzliJnlj6/liKnnlKhBU0Hov5vooYzlhajnrYnnmoTliKTlrprvvIzmlYXmnKzpgInpobnplJnor6/vvJs8YnI+ROOAgeiLpea3u+WKoEJDPUJE77yM5YiZ5ruh6LazU1NB77yMU1NB5LiN6IO96L+b6KGM5YWo562J55qE5Yik5a6a77yM5pWF5pys6YCJ6aG55q2j56Gu77ybPGJyPuaVhemAiUQuPC9kaXY+

本课配套习题挑战模式2/5

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单选题

难度系数：

2.

工人师傅常用角尺平分一个任意角. 做法如下：如图，∠AOB是一个任意角，在边OA，OB上分别取OM=ON，移动角尺，使角尺两边相同的刻度分别与M，N重合. 过角尺顶点C作射线OC. 由此做法得△MOC≌△NOC的依据是

（）

A:
AAS

B:
SAS

C:
ASA

D:
SSS

提示1：PHA+5Yip55So5YWo562J5LiJ6KeS5b2i5Yik5a6a5a6a55CGQUFT44CBU0FT44CBQVNB44CBU1NT5a+54pazTU9D5ZKM4pazTk9D6L+b6KGM5YiG5p6Q77yM5Y2z5Y+v5L2c5Ye65q2j56Gu6YCJPC9wPg==
答案：RA==
PGRpdj7op6PnrZTvvJriiLVPTT1PTu+8jENNPUNO77yMT0PkuLrlhazlhbHovrnvvIw8YnI+4oi04pazTU9D4omM4pazTk9D77yIU1NT77yJLjxicj7mlYXpgIlELjwvZGl2Pg==

本课配套习题挑战模式3/5

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单选题

难度系数：

3.

如图所示，已知∠1=∠2，要使△ABC≌△ADE，还需条件（）

A:
AB=AD，BC=DE

B:
BC=DE，AC=AE

C:
∠B=∠D，∠C=∠E

D:
AC=AE，AB=AD

提示1：PFA+5qC55o2u4oigMT3iiKAy5rGC5Ye64oigQkFDPeKIoERBRTwvUD4=
提示2：PFA+5qC55o2u5YWo562J5LiJ6KeS5b2i55qE5Yik5a6a5a6a55CG5pyJU0FT77yMQVNB77yMQUFT77yMU1NT77yM55yL55yL6aKY55uu57uZ55qE5Lik6L655piv5ZCm5piv5aS54oigQkFD5ZKM4oigREFF55qE5Lik5Liq5a+55bqU6L655Y2z5Y+vPC9QPg==
提示3：PFA+QUFB5ZKMU1NB5LiN6IO95Yik5pat5Lik5LiJ6KeS5b2i5YWo562JPC9QPg==
答案：RA==
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

本课配套习题挑战模式4/5

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单选题

难度系数：

4.

如图，已知AB=AD，∠BAE=∠DAC，要使△ABC≌△ADE，可补充的条件是

（）

A:
∠BAC=∠DAE

B:
OB=OD

C:
AC=AE

D:
BC=DE

提示1：PHA+5L2/55SoU0FT5Yik5a6a5pa55rOV5Y+v5pCe5a6aPC9wPg==
答案：Qw==
PGRpdj7op6PvvJrmoLnmja5BQj1BRO+8jOKIoEJBRSviiKBCQUQ94oigREFDK+KIoEJBROWNs+KIoEJBQz3iiKBEQUXmt7vliqBBQz1BReWPr+W+l+WFqOetieOAgjwvZGl2Pg==

本课配套习题挑战模式5/5

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单选题

难度系数：

5.如图，在△ABC中，AB=AC，要使△ABE≌△ACD，应补充的条件是（）

A: ∠A=∠A

B: ∠ABE=∠ACD

C: BE=CD

D: ∠ABC=∠ACB

提示1：IOassuS9v+KWs0FCReKJjOKWs0FDRO+8jOW3suefpUFCPUFD77yM5Y+v5qC55o2u5YWo562J5LiJ6KeS5b2i5Yik5a6a5a6a55CGQUFT44CBU0FT44CBQVNB5re75Yqg5p2h5Lu277yM6YCQ5LiA6K+B5piO5Y2z5Y+v
答案：Qg==
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本课配套习题挑战模式1/5

本课配套习题挑战模式2/5

本课配套习题挑战模式3/5

本课配套习题挑战模式4/5

本课配套习题挑战模式5/5

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