A、It’s awfully boring. B、It’s really exciting. C、It’s very exhausting. D、It’s quite challenging. A

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问题

M: Would you like a copy of professor Henry’s article?
W: Thanks, if it’s not too much trouble.
Q: What does the woman imply?

M: Wouldn’t you get bored with the same routine year after year teaching the same things to children?
W: I don’t think it would be as boring as working in an office.
Q: What does the woman imply about office work?

选项 A、It’s awfully boring.
B、It’s really exciting.
C、It’s very exhausting.
D、It’s quite challenging.

答案A

解析

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大学英语四级

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A、It’s awfully boring. B、It’s really exciting. C、It’s very exhausting. D、It’s quite challenging. A

大学英语四级

A、Itwasfreeofchargeonweekends.B、Ithada15%discountonweekdays.C、Itwasofferedtofrequentguestsonly.D、Itwas10%

Fromchildhoodtooldage,wealluselanguageasameansofbroadeningourknowledgeofourselvesandtheworldaboutus.When

Recurrenteducationisinstructionformenandwomenwhonolongergotoschoolfulltime.Itisalsocalled【B1】______educatio

A、DifferentpoliticalpowerintheHouseofRepresentative.B、ThefactthattheNorthhadmorepoliticalpowerintheSenate;C、

TherearepeopleinItalywhocan’tenduresoccer.NotallCanadianslovehockey.AsimilarsituationexistsinAmerica,where

Onlinebillpaycanhelpyoumanageyourbillswithouthavingtoworryaboutpaperbillsandchecks.【B1】______youhaveonlineb

Strictlyspeaking,ChristmasisthecelebrationofthebirthofJesusforpeoplearoundtheworld.Yuletidereferstoseverald

TimeToPanic?NobodyneededtoreadGeorgeBush’slipswhenhevisitedRussiarecentlyastheguestofGoldmanSachstoma

Lastyear’seconomyintheUnitedStatesshouldhavewontheOscarforbestpicture.Growthingrossdomesticproductwas4.1pe

A、Sheishavingaheartattack,B、Shewashurtinanaccident.C、Sheishavingababy.D、Sheissufferingfromastroke,C根据对话中“

第一次国共合作的政治基础是()。

没函数f(x)=，则x=0是f(x)的()

治疗麻风病的广谱抗菌药是

下列不属于眩晕治本之法的是

监理单位的质量监理与承包商的质量控制是不同的两件事情,不能互相取代,而且缺一不可。其中,包括()三个方面的意义。

数字出版对社会文化的影响，主要表现在()。

行政执行可划分为准备、具体实施和评估三大阶段，其中实施阶段是关键环节。以下不属于行政执行实施阶段的环节是()。

设随机变量服从几何分布，其分布律为P{X=k)=(1-p)k-1p，0＜p＜1，k=1，2，…，求EX与DX．

设函数f(x)在[0，3]上连续，在(0，3)内存在二阶导数，且2f(0)=∫02f(x)dx=f(2)+f(3)。证明存在η∈(0，2)，使f(η)=f(0)；

Formanypeopletoday,readingisnolongerrelaxation.Tokeepuptheirworktheymustreadletters,reports,tradepublication