首页
外语
计算机
考研
公务员
职业资格
财经
工程
司法
医学
专升本
自考
实用职业技能
登录
外语
We cannot be______with him due to his misbehavior at the meeting yesterday.
We cannot be______with him due to his misbehavior at the meeting yesterday.
admin
2013-01-29
53
问题
We cannot be______with him due to his misbehavior at the meeting yesterday.
选项
A、pecked
B、reconciled
C、perturbed
D、presumed
答案
B
解析
四个选项的意思分别是pecked“啄食,扔”;reconcile“使服从”,词组reconcile with表示“与……和解”;perturbed“感到不安”;presumed“假定”。句意是,由于昨天会议上他不礼貌,所以我们不能与他和解。根据句意可推出正确答案是B选项。
转载请注明原文地址:https://kaotiyun.com/show/g01O777K
0
考博英语
相关试题推荐
Influenzashouldnotbedismissedasatrivialdisease.Itkillsthousandsofpeopleeveryyearataveryhighcosttotheecono
Throughouthistorymanhashadtoacceptthefactthatalllivingthingsmustdie,butpeoplenowlivelongerthanthey【51】Yet,
Don’tcallhimjustacollegeprofessor.Internetentrepreneur,TVpersonality,advisortopresidents,andfriendtotherichan
Malnutritionandtheresultingimpairedgrowthanddevelopmentinchildrenofweaningageindevelopingcountriesresultsnoton
Frenchareelegantpeople.Theyareartistsineverydaylife,havingaverygoodtasteineverything.Theydon’tlikeAmericant
Whenbuyingfood,consumersareusuallyinahurry,sotheydon’toften______descriptionsformotivatingthemtomakeachoice.
Inmostpeople’smind,growthisassociatedwithprosperity.WejudgehowwelltheeconomyisdoingbythesizeoftheGrossNat
SinceJapan______importancetoeducationandtechnologicalinnovation,itseconomyhasdevelopedatahighspeed.
Youcannotbe______carefulwhenyoudriveacar.
Superstitionisabiasedword.Lookupalmostanydictionarydefinitionandyouwillseethatitimpliesthateveryreligionno
随机试题
领导行为理论包括
下列极限存在的是()
设z是x,y的函数,且xy=xf(z)+yφ(z),xfˊ(z)+yφˊ(z)≠0,证明:
洋地黄中毒特征性的心电图表现为
按照法律体系的渊源划分,下列选项不属于招标采购法律体系的是()。
—Thisisareallylivelyparty.There’sagreatatmosphere,isn’tthere?—______.Thehostsknowhowtohostaparty.
海洋能利用中,发展最早、技术比较成熟的发电技术是()。
Managingglobalorganizationshasbeenabusinesschallengeforcenturies.Butthenatureofthetaskischangingwiththeaccel
软件设计中划分模块的一个准则是()。
—YouwillhearaninterviewwithCarolVogel,thepresidentofTelekom.Sheistalkingabouttheircurrentsituationandfuture
最新回复
(
0
)