中学生网络课堂本课配套习题挑战模式1/5
单选题
难度系数：
1.
如图，已知三角形的两边长AB，AC分别为7和5，则第三边BC的中线AD的取值范围（ ）
| A: 1＜AD＜6 |
| B: 2＜AD＜5 |
| C: 5＜AD＜7 |
| D: 3＜AD＜4 |
一次做对，真牛！
+5奖励规则>
- 提示1：PHA+6KaB5rGC56ys5LiJ6L655LiK5Lit57q/55qE5Y+W5YC86IyD5Zu077yM5Y+q5pyJ5bCG5Lit57q/5LiO5Lik5Liq5bey55+l6L656L2s56e75Yiw5ZCM5LiA5Liq5LiJ6KeS5b2i5Lit77yM54S25ZCO5Yip55So5LiJ6KeS5b2i55qE5LiJ6L655YWz57O75omN6IO96L+b6KGM5YiG5p6Q5ZKM5Yik5patPC9wPg==
- 答案：QQ==
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Y3NjZcXxYUjbCoARoMlUolEAg8BuCORsr6CoYAMpnM6FhfwRDAqAkFAOOL8xpPYWiEtAb0suOPP/5obhTiEMh9F1Sv1/1+/y+//KIeAZyGuNTDch+AoiijMAKul7AAMMpCDQDs5NF12DP4yt1dAdDLhVYQMHSXrPTe62mInwcuuCDNbuRAMzMznpjQYrvQAVCXQUmn0/CuWYqisCybTqdHzfkAuVMDwEai4F+e5zVHRkouPISBxdXyDjwPnlvHIRDqnw3srgIA04Brtdq5c+cQ5wQTuQMA7F3MsixwOyPrfxTEAGq12h9//KFAG3r/n4lR9T8KSgAMw6i7RfM8D5wPvIs0spxgpf8AhuLci3cJE/8AAAAASUVORK5CYII=" 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RoMlUolEAg8BuCORsr6CoYAMpnM6FhfwRDAqAkFAOOL8xpPYWiEtAb0suOPP/5obhTiEMh9F1Sv1/1+/y+//KIeAZyGuNTDch+AoiijMAKul7AAMMpCDQDs5NF12DP4yt1dAdDLhVYQMHSXrPTe62mInwcuuCDNbuRAMzMznpjQYrvQAVCXQUmn0/CuWYqisCybTqdHzfkAuVMDwEai4F+e5zVHRkouPISBxdXyDjwPnlvHIRDqnw3srgIA04Brtdq5c+cQ5wQTuQMA7F3MsixwOyPrfxTEAGq12h9//KFAG3r/n4lR9T8KSgAMw6i7RfM8D5wPvIs0spxgpf8AhuLci3cJE/8AAAAASUVORK5CYII="></p><p>解：延长AD至M使AD=DM，连接CM．</p><p>在△ABD和△CDM中，</p><p>&nbsp;AD＝MD ∠ADB＝∠MDC(对顶角相等) BD＝CD(中线的性质)&nbsp;&nbsp; ，</p><p>∴△ABD≌△CDM（SAS），</p><p>∴CM=AB=7．</p><p>在△ACM中，7-5＜2AD＜7+5，</p><p>∴1＜AD＜6．</p><p>故答案是：1＜AD＜6．</p>
本课配套习题挑战模式2/5
单选题
难度系数：
2.
如图，在△ABC中，AB＞AC，E为BC边的中点，AD为∠BAC的平分线，过E作AD的平行线，交AB于F，交CA的延长线于G. BF和CG的关系为（ ）
| A: BF=CG |
| B: BF=34 CG |
| C: BF=23 CG |
| D: BF=12 CG |
一次做对，真牛！
+5奖励规则>
- 提示1：PHA+5bu26ZW/RkXoh7NR77yM5L2/RVE9RUbvvIzov57mjqVDUe+8jOagueaNrlNBU+ivgeKWs0JFRuKJjOKWs0NFUe+8jOaOqOWHukJGPUNR77yM4oigQkZFPeKIoFE8L3A+
- 提示2：PHA+5qC55o2u5bmz6KGM57q/5oCn6LSo5ZKM6KeS5bmz5YiG57q/5oCn6LSo5o6o5Ye64oigRz3iiKBHRkE94oigQkZF77yM5o6o5Ye64oigRz3iiKBR77yM5o6o5Ye6Q1E9Q0fljbPlj68uPC9wPg==
- 答案：QQ==
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
本课配套习题挑战模式3/5
单选题
难度系数：
3.
如图，AD为△ABC的中线，∠ADB和∠ADC的平分线分别交AB、AC于点E、F.
判断BE+CF和EF的关系为（ ）
| A: BE+CF>EF |
| B: BE+CF<EF |
| C: BE+CF=EF |
| D: BE+CF |
EF
一次做对，真牛！
+5奖励规则>
- 提示1：PHA+5bu26ZW/RUTliLBI77yM5L2/REU9REjvvIzov57mjqVDSO+8jEZI77yM6K+B4pazRUZE4omM4pazSEZE77yM5o6o5Ye6RUY9RkjvvIzor4HilrNCREXiiYzilrNDREjvvIzmjqjlh7pCRT1DSO+8jOWcqOKWs0NGSOS4re+8jOeUseS4ieinkuW9ouS4iei+ueWFs+ezu+WumueQhuW+l+WHukNGK0NI77yeRkjvvIzku6PlhaXmsYLlh7rljbPlj68uPC9wPg==
- 答案：QQ==
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
本课配套习题挑战模式4/5
单选题
难度系数：
4.AD为△ABC的中线，则（ ）
| A: AB+AC>2AD |
| B: AB+AC=2AD |
| C: AB+AC＜2AD |
| D: 无法确定 |
一次做对，真牛！
+5奖励规则>
- 提示1：IOWAjemVv+S4ree6vw==
- 答案：QQ==
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
本课配套习题挑战模式5/5
单选题
难度系数：
5.
如图①，点O为线段MN的中点，PQ与MN相交于点O，且PM∥NQ，可证△PMO≌△QNO. 根据上述结论完成下列探究活动：
探究：如图②，在四边形ABCD中，AB∥DC，E为BC边的中点，∠BAE=∠EAF，AF与DC的延长线相交于点F. 线段AB与AF、CF之间的数量关系为（）
| A: AB<AF+CF |
| B: AB=AF+CF |
| C: AB>AF+CF |
| D: AB |
AF+CF
一次做对，真牛！
+5奖励规则>
- 提示1：PHA+5qC55o2u5bey55+l5p2h5Lu25Y+v5Lul5b6X5Yiw4pazQUJF4omM4pazR0NF77yM55Sx5q2k5b6X5YiwQUI9Q0c8L3A+
- 提示2：PHA+5Yip55So5bmz6KGM57q/55qE5oCn6LSo5ZKM562J6IWw5LiJ6KeS5b2i55qE5Yik5a6a5a6a55CG5Y+v5Lul6K+B5piOQUY9R0bvvIzliKnnlKjov5nkupvljbPlj6/or4HmmI7popjnm67nmoTnu5Porro8L3A+
- 答案：Qg==
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" 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" alt=""></p><p>解：（1）AB=AF+CF．<br>如图2，分别延长DC、AE，交于G点，<br>根据图①得△ABE≌△GCE，<br>∴AB=CG，<br>又AB∥DC，<br>∴∠BAE=∠G<br>而∠BAE=∠EAF，<br>∴∠G=∠EAF，<br>∴AF=GF，<br>∴AB=CG=GF+CF=AF+CF；</p>
