顺次连接菱形abcd各边中点所得到的四边形一定是 A．菱形b．正方形c．矩形d．对角线互相垂直的四边形 题目和参考答案——青夏教育精英家教�—— Sketch Coloring Page

顺次连接菱形abcd各边中点所得到的四边形一定是 A．菱形b．正方形c．矩形d．对角线互相垂直的四边形 题目和参考答案——青夏教育精英家教�—— Template

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sketch #2950 Miss Fortune from League of Legends by Araceli GM

anonymous

anonymous
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anonymous

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sketch #5124 Tony Tony Chopper by 陳一夫

sketch #1853 scribble

anonymous

anonymous
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sketch #3404 Terminator by Enrique L. Manly

anonymous

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sketch #2772 Merry Christmas from Victor Montecinos Jose Rondon

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sketch #2772 Merry Christmas from Victor Montecinos Jose Rondon

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anonymous

anonymous
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anonymous

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sketch #4601 PSY Gentleman by Luis Daniel Sanchez Ramirez

anonymous

anonymous
sketch #4601 PSY Gentleman by Luis Daniel Sanchez Ramirez

sketch #2446 Joker by sketchmaster

sketchmaster
sketch #2446 Joker by sketchmaster

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anonymous

anonymous
sketch #3447 Hidan (Akatsuki) by ßeyza Karaca

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sketch #249 Rocket

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sketch #90 JF Style!

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sketch #3390 Beautiful drawing by Jessie Lightwood

anonymous

anonymous
sketch #3390 Beautiful drawing by Jessie Lightwood

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anonymous

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sketch #4273

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tomski顺次连接菱形abcd各边中点所得到的四边形一定是 a．菱形b．正方形c．矩形d．对角线互相垂直的四边形 题目和参考答案——青夏教育精英家教�—— coloring

如图�们把依次连接任意四边形ABCD各边中点所得四边形EFGH叫中点四边形．1若四边形ABCD是菱形则它的中点四边形EFGH一定是 sketch template

顺次连接菱形ABCD各边中点所得到的四边形一定是 A．菱形B．正方形C．矩形D．对角线互相垂直的四边形 题目和参考答案——青夏教育精英家教�—— sketch template

顺次连接四边形ABCD各边中点得到四边形EFGH要使四边形EFGH是菱形应添加的条件是AAD∥BCBAC=BDCAC⊥BDDAD sketch template

已知四边形ABCD和对角线ACBD顺次连接各边中点得四边形MNPQ给出以下6个�题�若所得四边形MNPQ为矩形则原四边形ABCD为 sketch template

依次连接菱形的各边中点得到的四边形是 A．矩形B．菱形C．正方形D．梯形 题目和参考答案——青夏教育精英家教�—— sketch template

题目已知如图1四边形ABCD四条边上的中点分别为EFGH顺次连接EFFGGHHE得到四边形EFGH即四边形ABCD的 sketch template

如图�在菱形ABCD和菱形BEFG中点ABE在同一条直线上P是线段DF的中点连接PGPC．若==．1请写出线段PG与PC所 sketch template

如图�在菱形ABCD和菱形BEFG中点ABE在同一条直线上P是线段DF的中点连接PGPC．若==．1请写出线段PG与PC所 sketch template

在菱形ABCD中∠BAD=60°点EF分别为线段ABAD的中点连接EF．1如图1连接DEDB若AB=4求线段EC的长中 sketch template

平行四边形，菱形，矩形，正方形，任意四边形各边上的中点连接的是什么图形证明知乎 sketch template

如图在菱形ABCD中∠ABC=60°E为AB边的中点P为对角线BD上任意一点AB＝4则PE PA的最小值为 ——青夏教育精英家教�—— sketch template

中点四边形 知乎 sketch template

在菱形ABCD中∠BAD=60°点EF分别为线段ABAD的中点连接EF．1如图1连接DEDB若AB=4求线段EC的长中 sketch template

6．如图四边形ABCD中AC=6BD=8且AC⊥BD顺次连接四边形ABCD各边中点得到四边形A1B1C1D1再顺次连接四边形 sketch template

中点四边形 360百� sketch template

已知如图在菱形ABCD中点E为AB边的中点连接CE点F为CE上的一点且2∠BFE ∠A=180°连接DF则∠CFD= °． 题目 sketch template

顺次连接下列四边形各边的中点所得的四边形为矩形的是 A．等腰梯形B．矩形C．菱形D．平行四边形E．等腰梯形——青夏教育精英家教�—— sketch template

如图，菱形ABCD的对角线AC、BD相交于点O，过点D作DH⊥AB于点H，连接OH，若OA=8，S菱形ABCD=64，则DH的长为（） A sketch template

如图在菱形ABCD中AB=2∠A=120°过菱形ABCD的对称中心O分别作边ABBC的垂线交各边于点EFGH则四边形 sketch template

如图EFGH分别是四边形ABCD的边ABBCCDDA的中点顺次连接EFGH所得的四边形EFGH显然是平行四边形．1当 sketch template

十四平面几何之四边形 知乎 sketch template

中点四边形 知乎 sketch template

已知四边形ABCD和对角线ACBD顺次连接各边中点得四边形MNPQ给出以下6个�题�若所得四边形MNPQ为矩形则原四边形ABCD为 sketch template

【2019精品�八年级数学下册 20 微专题教材P154数学活动—中点四边形习题冀教版 Word文档在线阅读与下载无忧文档 sketch template

已知菱形ABCD中∠A=72°如图�可以用3条直线将菱形ABCD分割成4个等腰三角形．你能在图��中再作出符合条件的两种分割方法吗 sketch template

题目如图1在正方形ABCD中AD=6点P是对角线BD上任意一点连接PAPC过点P作PE⊥PC交直线AB于点E1求证 sketch template

如图，在菱形ABCD中，AB=AC=10，对角线AC、BD相交于点O，点M在线段AC上，且AM=3，点P为线段BD上的一个动点，则MP sketch template

题目如图菱形ABCD的对角线ACBD相交于点OE是AD的中点点FG在AB上EF⊥ABOG∥EF．1求证四边形OEFG是 sketch template

一个对角线长分别为6cm和8cm的菱形顺次连接它的四边中点得到的四边形的面积是 ． 题目和参考答案——青夏教育精英家教�—— sketch template

中点四边形 求总结，！各种四边形中点连成得四边形！百度经验 sketch template

�们把顺次连接任意一个四边形各边中点所得的四边形叫做中点四边形．（1）任意四边形的中点四边形是什么形状？为什么？（2）任意平行四边形的中点四边 sketch template

初中几何关于中点四大模型全解析知乎 sketch template

百度教育 sketch template

如图在菱形ABCD中对角线ACBD相交于点OE为BC的中点则下列式子中一定成立的是 AAC=2OE BBC=2OE CAD sketch template

如图，在四边形ABCD中，点E．F．G．H分别为四边形ABCD各边的中点，顺次连接点E．F．G．H，（1）试判断四边形EFGH的形状，并证明 sketch template

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