BC4.AC的知识精选

如图,在矩形ABCD中,AB=3,BC=4.M、N在对角线AC上,且AM=CN,E、F分别是AD、BC的中点....
问题详情:如图,在矩形ABCD中,AB=3,BC=4.M、N在对角线AC上,且AM=CN,E、F分别是AD、BC的中点.(1)求*:△ABM≌△CDN;(2)点G是对角线AC上的点,∠EGF=90°,求AG的长.【回答】(1)*∵四边形ABCD是矩形,∴AB∥CD,∴∠MAB=∠NCD.在△ABM和△CDN中,∴△...
如图,在△ABC中,AB=AC,∠A=36°,BD平分∠ABC交AC于点D,若AC=2,则AD的长是(   )...
问题详情:如图,在△ABC中,AB=AC,∠A=36°,BD平分∠ABC交AC于点D,若AC=2,则AD的长是(   )A.              B.               C.-1               D.+1【回答】C知识点:相似三角形题...
如图,AD⊥AE,AB⊥AC,AD=AE,AB=AC.求*:△ABD≌△ACE.               ...
问题详情:如图,AD⊥AE,AB⊥AC,AD=AE,AB=AC.求*:△ABD≌△ACE.                                              【回答】*:∵AD⊥AE,AB⊥AC,∴∠CAB=∠DAE=90°.∴∠CAB+∠CAD=∠DAE+∠...
“power AC”可以造什么句,power AC造句
HXN5High-powerACDriveDieselLocomotiveCarbodyofNXN3high-powerACdiesellocomtoveThepaperintroducesanovelmicrocomputer-basedwithnon-contacttechnicalityofthehighpowerACcompensatedstabilizer....
已知:如图,四边形ABCD的对角线AC,BD交于点O,BE⊥AC于E,DF⊥AC于F,点O既是AC的中点,又是...
问题详情:已知:如图,四边形ABCD的对角线AC,BD交于点O,BE⊥AC于E,DF⊥AC于F,点O既是AC的中点,又是EF的中点.(1)求*:△BOE≌△DOF.(2)若OA=BD,则四边形ABCD是什么特殊四边形?说明理由.【回答】【解析】(1)∵BE⊥AC,DF⊥A...
“AC contactor”可以造什么句,AC contactor造句
UsingACcontactorformotor’sphasebreakprotectionisimproperInsideisinstalledACcontactor,thermalreplay,self-settableconversionswitch.FuzzyComprehensiveEvaluationandControlofBestClosingMakingAngleofRotati...
MoreAmericanpeopletaketheirtroubleswiththemonholiday,ac...
问题详情:MoreAmericanpeopletaketheirtroubleswiththemonholiday,accordingtoanewsurvey.Although40percentsaidthatthemainreasonforgoingawayistoescapepressure(压力)fromwork,almostallsaidtheyworrymorethanthey...
已知:如图,DE⊥AC,BF⊥AC,AD=BC,DE=BF,.求*:AB∥DC
问题详情:已知:如图,DE⊥AC,BF⊥AC,AD=BC,DE=BF,.求*:AB∥DC【回答】.∵DE⊥AC,BF⊥AC,∴∠AED=∠CFB=90°∠AFB=∠CED=90°…………1分在Rt△ADE和Rt△BCF中∴Rt△ADE≌Rt△BCF(HL)…………3分∴AE=CF…………4分∴AE+EF=CF+...
“DC/AC”可以造什么句,DC/AC造句
1、AC/DCandDC/ACConvertyCircuitsinPowerSupplyEquipment;2、StudyonDoubly-fedInductionGenerationSystemwithAC/DC/ACExcitationConverter;3、ElectroMagneticCompatibilityDesignofAC/DC/ACConverterUsedinWindPo...
如图,在△ABC中,AC=BC,∠ACB=90°,AE平分∠BAC交BC于E,BD⊥AE于D,DF⊥AC交AC...
问题详情:如图,在△ABC中,AC=BC,∠ACB=90°,AE平分∠BAC交BC于E,BD⊥AE于D,DF⊥AC交AC的延长线于F,连接CD,给出四个结论:①∠ADC=45°;②BD=AE;③AC+CE=AB;④AB﹣BC=2FC;其中正确的结论有(    )A.1个 B.2个  C.3个 D.4个【回答】D...
“AC adaptor”可以造什么句,AC adaptor造句
Two-waypowersupplyletsyouuseeitherbatteriesorACadaptor(soldseparately).ConsumablessuchasACadaptorarecoveredforupto3monthsfromthedateofpurchase....
如图,∠A=∠E,AC⊥BE,AB=EF,BE=10,CF=4,则AC=  .
问题详情:如图,∠A=∠E,AC⊥BE,AB=EF,BE=10,CF=4,则AC=.【回答】6.【考点】全等三角形的判定与*质.【分析】由AAS*△ABC≌△EFC,得出对应边相等AC=EC,BC=CF=4,求出EC,即可得出AC的长.【解答】解:∵AC⊥BE,∴∠ACB=∠ECF=90°,在△ABC和...
已知:AB=AC,且AB⊥AC,D在BC上,求*:.
问题详情:已知:AB=AC,且AB⊥AC,D在BC上,求*:.【回答】*见解析【分析】作AE⊥BC于E,由于∠BAC=90°,AB=AC,得到△BAC是等腰直角三角形,再由等腰直角三角形的*质得到BE=AE=EC,进而得到BD=AE-DE,DC=AE+DE,代入BD2+CD2计算,结合勾股定理,即...
如图,D、E分别是AB、AC的中点,CD⊥AB于D,BE⊥AC于E,求*:AC=AB.
问题详情:如图,D、E分别是AB、AC的中点,CD⊥AB于D,BE⊥AC于E,求*:AC=AB.【回答】【考点】轴对称的*质;全等三角形的判定.【专题】*题.【分析】作辅助线:连接BC,由CD垂直于AB,且D为AB中点,即CD所在直线为AB的垂直平分线,根据线段垂直...
如图,在△ABC中,AB=AC,AC的垂直平分线分别交BC、AC于点D、E.   (1)若AC=12,BC=1...
问题详情:如图,在△ABC中,AB=AC,AC的垂直平分线分别交BC、AC于点D、E.   (1)若AC=12,BC=15,求△ABD的周长;(2)若∠B=20°,求∠BAD的度数. 【回答】知识点:画轴对称图形题型:解答题...
“AC adapter”可以造什么句,AC adapter造句
1、90-wattACadapterandpowercord2、"RechangethebatteryorplugtheACadapteroutputintotheACadapter3、PlugtheACadapterinandprintagain.4、ThebalanceispoweredbyanACadapter.5、PlugintheACadapterandrestartyour...
“AC supply”可以造什么句,AC supply造句
1、AutomaticexchangeforDCandACsupply.2、DisconnecttheACsupplyleadplugfromtheACoutletwhentheunitinnotituseforextendedperiods.3、RemovetheACsupplyleadbeforeservicingorcleaningheads,rolleretc.4、Insertin...
“AC”可以造什么句,AC造句
FouriertransformACvoltammetrysiliconcontrolledvoltagestabilizedAClightadjusterAC,DCorAirmotorpoweroptions.ResearchonSinglePhaseAC/ACOnvertersBasedonSimpleTopologies;ThevariablefrequencyACcontrollermou...
DoyouknowwhatschoollifeislikeinSingapore?InSingapore,ac...
问题详情:DoyouknowwhatschoollifeislikeinSingapore?InSingapore,aclassonlylastshalfanhour,buttherearenobreaksbetweenclasses.Thestudentsonlyhavea30-minuteteabreakafter3or4classes.Theydonotdoeyeexercises.Y...
已知点B在直线AC上,AB=8cm,AC=18cm,p、Q分别是AB、AC的中点,则PQ=
问题详情:已知点B在直线AC上,AB=8cm,AC=18cm,p、Q分别是AB、AC的中点,则PQ=____.【回答】5cm或9cm.知识点:直*、*线、线段题型:填空题...
题面:如图,已知AC⊥BC,BD⊥AD,AC与BD交于O,AC=BD.求*:(1)BC=AD;     (2)...
问题详情:题面:如图,已知AC⊥BC,BD⊥AD,AC与BD交于O,AC=BD.求*:(1)BC=AD;     (2)△OAB是等腰三角形.【回答】详解:(1)∵AC⊥BC,BD⊥AD,∴△ABC与△BAD是直角三角形,在△ABC和△BAD中,∵AC=BD,AB=BA,∠ACB=∠BDA=90°,∴△ABC≌△B...
如图,在▱ABCD中,AC是对角线,BE⊥AC,DF⊥AC,垂足分别为点E,F,求*:AE=CF.
问题详情:如图,在▱ABCD中,AC是对角线,BE⊥AC,DF⊥AC,垂足分别为点E,F,求*:AE=CF.【回答】【解答】*:如图, ∵四边形ABCD是平行四边形,∴AB=CD,AB∥CD,∴∠BAE=∠DCF.又BE⊥AC,DF⊥AC,∴∠AEB=∠CFD=90°.在△ABE与△CDF中,,∴得△ABE≌△...
TheaverageFacebookuserintheUnitedStateshas245friends,ac...
问题详情:TheaverageFacebookuserintheUnitedStateshas245friends,accordingtoastudy________inFebruary.A.publishing B.publishedC.publish D.topublish【回答】B知识点:非谓语动词题型:选择题...
如图,AB=AC,AB⊥AC,AD⊥AE,且∠ABD=∠ACE.求*:BD=CE.
问题详情:如图,AB=AC,AB⊥AC,AD⊥AE,且∠ABD=∠ACE.求*:BD=CE.【回答】*:∵AB⊥AC,AD⊥AE,∴∠BAE+∠CAE=90°,∠BAE+∠BAD=90°,∴∠CAE=∠BAD.又AB=AC,∠ABD=∠ACE,∴△ABD≌△ACE(ASA).∴BD=CE.知识点:各地中考题型:解答题...
OneOctobermorning,Igotofftheall-nighttraininMandalay,ac...
问题详情:OneOctobermorning,Igotofftheall-nighttraininMandalay,acityinMyanmar.Aroughmancameupandofferedtoshowmearound.ThepriceheaskedwaslessthanIwouldpayforabarofchocolateathome.SoIclimbedintohistrishaw...
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