如图 abc为等边三角形以边bc为直径的半圆与边abac分别交于df两点过点d作de⊥ac垂足为点e．1判断de与⊙o的位置 Sketch Coloring Page

如图 abc为等边三角形以边bc为直径的半圆与边abac分别交于df两点过点d作de⊥ac垂足为点e．1判断de与⊙o的位置 Template

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More Sketches

Take a peek at some of the sketches created by our users, are you a sketchite?

sketch #5092 Silvers Rayleigh by Wasim Khan

anonymous

anonymous
sketch #5092 Silvers Rayleigh by Wasim Khan

sketch #2691

Gaurav Patel
sketch #2691

sketch #3092

anonymous

anonymous
sketch #3092

sketch #1953 愛鼠繪

anonymous

anonymous
sketch #1953 愛鼠繪

sketch #1430

Laura Agapi Asnicar
sketch #1430

sketch #2431 face :D

anonymous

anonymous
sketch #2431 face :D

sketch #2598

sketchmaster
sketch #2598

sketch #2644 Purple bun

Rachel Roe
sketch #2644 Purple bun

sketch #126

Chris Shrimp Lonsdale
sketch #126

sketch #5257

anonymous

anonymous
sketch #5257

sketch #2318

anonymous

anonymous
sketch #2318

sketch #3076 Angel by Burak Turan

anonymous

anonymous
sketch #3076 Angel by Burak Turan

sketch #3736 Why so serious? by Taï Marsan

anonymous

anonymous
sketch #3736 Why so serious? by Taï Marsan

sketch #3510 Edward from FMA by Raman Chauhan

anonymous

anonymous
sketch #3510 Edward from FMA by Raman Chauhan

sketch #2982 Lion by Ati Gohary

anonymous

anonymous
sketch #2982 Lion by Ati Gohary

sketch #2678 Portrait by Jocelyn Alejandra Rantul

Jocelyn Alejandra Rantul
sketch #2678 Portrait by Jocelyn Alejandra Rantul

sketch #4 Nirvana Smiley

Tom Kelly
sketch #4 Nirvana Smiley

sketch #2393

anonymous

anonymous
sketch #2393

sketch #2351

anonymous

anonymous
sketch #2351

sketch #3222 Late happy valentine&#;s from Tiffa Hidalgo Jordan Coquet

anonymous

anonymous
sketch #3222 Late happy valentine&#;s from Tiffa Hidalgo Jordan Coquet

sketch #1287 No smoke

anonymous

anonymous
sketch #1287 No smoke

sketch #1846 zay

anonymous

anonymous
sketch #1846 zay

sketch #523 the man

anonymous

anonymous
sketch #523 the man

sketch #1455 donara

Donara Smbatyan
sketch #1455 donara

sketch #2813 Stan from South Park by Amer Amimer

Amer Amimer
sketch #2813 Stan from South Park by Amer Amimer

sketch #787

Laura Agapi Asnicar
sketch #787

sketch #2788 Yuno Gasai from Mirai Nikki by Cristina Love

Cristina Love
sketch #2788 Yuno Gasai from Mirai Nikki by Cristina Love

sketch #4883 White tiger by Kayson Danielle

anonymous

anonymous
sketch #4883 White tiger by Kayson Danielle

sketch #2849 dj

Nina Mercedez
sketch #2849 dj

sketch #342 Forest scene

Chris Shrimp Lonsdale
sketch #342 Forest scene

tomski如图 abc为等边三角形以边bc为直径的半圆与边abac分别交于df两点过点d作de⊥ac垂足为点e．1判断de与⊙o的位置 coloring

如图， ABC为等边三角形，以BC为斜边�下作等腰直角三角形BDC，连接AD交BC于点O．E为线段AC上一动点（不与A，C重合），连接BE sketch template

如图1等边三角形ABC的边长为8点P由点B开始沿BC以每秒1个单位长的速度作匀速运动到点C后停止运动点Q由点C开始沿C A B以每 sketch template

如图， ABC是等边三角形，D是BC边上一点，且满足∠ADE=60∘，DE交等边三角形ABC的外角平分线CE所在直线于点E，试探究AD与DE的 sketch template

题目：如图，在三角形ABC中，点D是AB的中点，∠DAC=2∠DCA，∠DCB=30度，求∠B的度数知乎 sketch template

如图已知 ABC为等边三角形CF∥AB点P为线段AB上任意一点点P不与AB重合过点P作PE∥BC分别交ACCF于GE．1 sketch template

题目：如图，在三角形ABC中，点D是AB的中点，∠DAC=2∠DCA，∠DCB=30度，求∠B的度数知乎 sketch template

如图1若 ABC和 ADE为等边三角形MN分别EBCD的中点易证CD=BE AMN是等边三角形．1当把 ADE绕A点旋转到图 sketch template

1如图1 ABC为等边三角形点D为BC边上一点作DE∥AC交AB于点E说明 BDE也是等边三角形．2如图2 ABC为等边三角 sketch template

已知 ABC是等边三角形以BC为直径的半圆O与边AB相交于点DDE⊥AC垂足为点E．1判断DE与⊙O的位置关系并证明你的结论2 sketch template

题目如图1 ABC为等边三角形点EF分别在BC和AB上且CE=BFAE与CF相交于点H1求证 ACE≌ CBF2求 sketch template

已知 ABC为边长为10的等边三角形D是BC边上一动点 �如图1点E在AC上且BD=CEBE交AD于F当D点�动时∠AFE的大小 sketch template

如图已知 ABC为等边三角形点D由点C出�在BC的延长线上运动连结AD以AD为边作等边三角形ADE连结CE．1请写出ACCD sketch template

如图 ABC为等边三角形以边BC为直径的半圆与边ABAC分别交于DF两点过点D作DE⊥AC垂足为点E．1判断DE与⊙O的位置 sketch template

已知 ABC为等边三角形，边长为8，点D，E分别是边AB，BC上的动点，以DE为边作等边三角形DEF1如图1，若点F落在边AC上�求证 sketch template

已知，点P为等边三角形ABC所在平面内一点，（1）如图�，点P在 ABC外，∠BPC=120°，∠ABP=90°，求证：BP=CP；（2）如图 sketch template

如图 ABC为等边三角形DE分别是BCAC上的一点且BD=CEAD和BE交于点P求∠APE的度数．题目和参考答案——青夏教育 sketch template

如图�分别以直角三角形ABC三边为直径�外作三个半圆其面积分别用S1S2S3表示则不难证明S1=S2 S3．1如图�分别以直角 sketch template

如图已知等边三角形ABC在BC的延长线上取一点E以CE为边作等边三角形DCE连接AEBD．点M是BD的中点点N是AE的中点．1在图 sketch template

如图等边三角形ABC的边长为6A、B、A1三点在一条直线上且 ABC≌ A1BC1若D为线段BC1上一动点则AD CD的最小值是 sketch template

如图已知等边 ABC以边BC为直径的圆与ABAC分别交于点D点E．过点D作DF⊥AC垂足为F．1判断DF与⊙O的位置关系并证明 sketch template

如图 ABC为等边三角形延长BC到点D延长BA到点E使AE＝BD连接CEDE．求证CE＝DE．题目和参考答案——青夏教育精英 sketch template

如图 ABC是边长为4的等边三角形以BC为底边作一个顶角为120°的等腰三角形 DBC以D为顶点作∠EDF=60°使点EF分别在边 sketch template

如图D为等边三角形ABC的边BC上的一点以AD为边作等边三角形ADE连接BE．1求证BE=CD2分别取BECD的中点MN sketch template

百度教育 sketch template

如图�分别以直角三角形ABC三边为直径�外作三个半圆其面积分别用S1S2S3表示则不难证明S1＝S2 S3 1如图�分别以 sketch template

如图 ABC CDE都为等边三角形求证AD=BE．题目和参考答案——青夏教育精英家教�—— sketch template

如图分别以 ABC的三边abc为边�外作正方形正三角形为直径作半圆若S1 S2=S3成立则 ABC是直角三角形吗题目和参考 sketch template

如图D是等边三角形ABC外一点若BD=8CD=6连接AD则AD的最大值与最小值的差为 12 百度教育 sketch template

$如图四棱锥P ABCD中侧面PAD为等边三角形且垂直于底面ABCDAB=BC=$frac{1}{2}$AD∠BAD=∠ABC=90 sketch template$

如图�分别以直角三角形ABC三边为直径�外作三个半圆其面积分别用S1S2S3表示 1 如图�分别以直角三角形ABC三边为 sketch template

如图等边三角形ABC的边长为4P是三角形内角任意一点过点P作三边的垂线PDPEPF垂足分别为DEF．则PD PE PF sketch template

如图，以 ABC的边AB、AC为边�外作正方形ABDE和正方形ACFG，AH⊥BC，垂足为点H，交EG于点M．求证：EM=MG．百度教育 sketch template

如图所示，分别以 ABC的边AB、AC为边，�三角形的外侧作正方形ABDE和正方形ACFG，点M为BC中点，1求证：AM⊥EG．2求证 sketch template

如图 ABC为等边三角形D为BC边上一点以AD为边作∠ADE=60°DE与 ABC的外角平分线CE交于点E连结AE试判断 ADE的 sketch template

如图等边三角形ABC中DE分别为ABBC边上的两个动点且总使BD=CEAE与CD交于点FAG⊥CD于点G则以下结论∠AFG sketch template

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