如图把菱形abcd沿对角线ac的方�移动到菱形a′b′c′ D′的位置它们的重叠部分的面积是菱形abcd的面积的若ac=则菱形移动的距离 Sketch Coloring Page

如图把菱形abcd沿对角线ac的方�移动到菱形a′b′c′ D′的位置它们的重叠部分的面积是菱形abcd的面积的若ac=则菱形移动的距离 Template

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tomski如图把菱形abcd沿对角线ac的方�移动到菱形a′b′c′ d′的位置它们的重叠部分的面积是菱形abcd的面积的若ac=则菱形移动的距离 coloring

菱形沿着对角线翻折菱形沿对角线折叠沙�菱形怎么折大山谷图库 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

题目已知如图菱形ABCD中AB=10cmBD=12cm对角线AC与BD相交于点O直线MN以1cm/s从点D出�沿DB方�匀速 sketch template

题目如图菱形ABCD中对角线AC BD相交于点O 且AC=6cmBD=8cm动点P Q分别从点B D同时出�运动 sketch template

题目如图菱形ABCD中对角线AC BD相交于点O 且AC=6cmBD=8cm动点P Q分别从点B D同时出�运动 sketch template

题目如图菱形ABCD的对角线ACBD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

如图把菱形ABCD沿对角线AC的方�移动到菱形A′B′C′ D′的位置它们的重叠部分的面积是菱形ABCD的面积的若AC=则菱形移动的距离 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对角线AC与BD相交于点OAB=8∠BAD=60°点E从点A出�沿AB以每秒2个单位长度的速度�终点B运动当 sketch template

如图在边长为10的菱形ABCD中对角线BD＝16点O是直线BD上的动点OE⊥AB于EOF⊥AD于F． 1对角线AC的长是 菱形 sketch template

如图在菱形ABCD中AB=10∠DAB=60°P是对角线AC上一动点EF分别是线段AB和BC上的动点则PE PF的最小值是5 sketch template

如图在菱形ABCD中∠ABC与∠BAD的度数比为12�长是40cm．求1两条对角线ACBD的长度2菱形ABCD的面积 sketch template

如图，菱形ABCD的对角线AC，BD相交于点O，E是AD的中点，点F，G在AB上，EF⊥AB，OG∥EF．（1）求证：四边形OEFG是矩形 sketch template

已知菱形ABCD的边长为2∠BAD=60°．将三角形ABD沿对角线BD折到ABD使得二面角A BD C的大小为60°则AD与平面 sketch template

如图菱形ABCD的两条对角线分别长6和8点P是对角线AC上的一个动点点MN分别是边ABBC的中点则PM PN的最小值是 A sketch template

2．菱形ABCD的对角线AC=10BD=6则 Tan= A B C D以上都不对——青夏教育精英家教�—— sketch template

15．如图点O是AC的中点将�长为4cm的菱形ABCD沿对角线AC方�平移AO长度得到菱形OB’C’D’则四边形OECF的�长是 Cm 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

如图，在边长为10的菱形ABCD中，对角线BD=16，点O是线段BD上的动点，OE⊥ AB于E，OF⊥ AD于F（1）对角线AC的长是 sketch template

如图菱形ABCD中AB=2∠BAD=60°E是AB的中点 P是对角线AC上的一个动点则PE PB的最小值是 ．——青夏教育精英家教�—— sketch template

已知如图10菱形ABCD的�长为16 Cm ∠ABC＝60°对角线AC和BD相交于点O 求AC和BD的长——青夏教育精英家教�—— sketch template

4．如图在菱形ABCD中AB = 5∠B 60°则对角线AC等于 A．20 B．15 C．10 D．5——青夏教育精英家教�—— sketch template

如图菱形ABCD中对角线ACBD相交于点O点E是AB的中点已知AC＝8cmBD＝6cm求OE的长——青夏教育精英家教�—— 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在菱形ABCD中对角线ACBD相交于点OE为BC的中点则下列式子中一定成立的是 AAC=2OE BBC=2OE CAD sketch template

如图在菱形ABCD中∠BAD=80°AB的垂直平分线交对角线AC于点F垂足为E连接DF则∠CDF等于 A 50° B 60 sketch template

菱形的两条对角线分别为12和16则菱形的边长是1010面积是9696．题目和参考答案——青夏教育精英家教�—— sketch template

如图甲在菱形ABCD中AC与BD交于OAC=8AD=5DE⊥CD垂足为E交AC于F．1填空 ODF∽ OCDOCD2 sketch template

如图菱形ABCD的对角线的长分别为2和5P是对角线AC上任一点且PE∥BC交AB于EPF∥CD交AD于F则阴影部分的面积是 ——青 sketch template

如图在菱形ABCD中对角线ACBD相交于点O过点O作一条直线分别交DABC的延长线于点EF连接BEDF．1求证四边形 sketch template

如图将矩形ABCD沿对角线AC剪开再把 ACD沿CA方�平移得到 A1C1D1．1证明 A1AD1≌ CC1B2若∠ACB sketch template

如右图，在菱形ABCD中，对角线AC=4，∠BAD=120°，则菱形ABCD的�长为（）． A20 B18 C16 D15 sketch template

如图在菱形ABCD中AB=4∠ABC=60°E为AD中点P为对角线BD上一动点连结PA和PE则PA PE的值最小是 A．2B sketch template

如图菱形ABCD中AB=2∠BAD=60°E是AB的中点 P是对角线AC上的一个动点则PE PB的最小值是 ．——青夏教育精英家教�—— sketch template

如图在菱形ABCD中∠ABC=60°过点A作AE⊥CD于点E交对角线BD于点F过点F作FG⊥AD于点G． 1求证BF=AE sketch template

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