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
Common Problems, Common Solutions The chances are that you made up your mind about smoking a long time ago and decided it’s n
Common Problems, Common Solutions The chances are that you made up your mind about smoking a long time ago and decided it’s n
admin
2011-01-01
46
问题
Common Problems, Common Solutions
The chances are that you made up your mind about smoking a long time ago and decided it’s not for you.
The chances are equally good that you know a lot of smokers — there are, after all about 60 million of them, work with them, and get along with them very well.
And finally it’s a pretty safe bet that you’re open-minded and interested in all the various issues about smokers and non-smokers — or you wouldn’t be reading this.
And those three things make you incredibly(难以置信的) important today.
Because they mean that yours is the voice — not the smoker’s and not the anti-smoker’s — that will determine how much of society’s efforts should go into building walls that separate us and how much into the search for solutions that bring us together.
For one tragic result of the emphasis on building walls is the diversion(转移) of millions of dollars from scientific research on the causes and cures of diseases which, when all is said and done, still strike the nonsmoker as well as the smoker. One prominent(卓越的) health organization, to cite(引证) but a single instance, now spends 28 cents of every publicly contributed dollar on "education" (much of it in antismoking propaganda)and only 2 cents on research.
There will always be some who want to build wails, who want to separate people from people, and up to a point, even these may serve society. The anti-smoking wall-builders have, to give them their due, helped to make us all more keenly aware of choice.
But our guess, and certainly our hope, is that you are among the far greatest number who know that walls are only temporary(暂时的) at best, and that over the long run, we can serve society’s interest better by working together in mutual accommodation.
Whatever virtue walls may have, they can never move our society toward fundamental solutions. People who work together on common problems, common solutions, can.
It is evident that the author is not in favor of
选项
A、building a wall between smokers and nonsmokers.
B、doing scientific research at the expense of one’s health.
C、bringing smokers and nonsmokers together.
D、proving accommodation for smokers.
答案
A
解析
文章的最后一段说Whatever virtue walls may have,they cart never move our society toward fundamental solutions.意为:无论什么样的道德墙都未曾,也不能推动我们的社会去解决基本的问题。可见作者很反对这种墙的建立。而只有A提到了wall,故选A。
转载请注明原文地址:https://kaotiyun.com/show/rYGd777K
本试题收录于:
职称英语综合类C级题库职称英语分类
0
职称英语综合类C级
职称英语
相关试题推荐
A.anearly40-degreeangleB.getonbikesC.afeatherpillowD.fixmoreproblemsE.asuper-strongbatteryF.benefittheir
ChangesinMuseumsMuseumshavechanged.Theyarenolongerplacesthatone"should"visit;theyareplacestoenjoyandlea
NewChangesinAmericanLifeOnceitwaspossibletodefinemaleandfemaleroleseasilybythedivisionoflabor.Menworke
Abouteightmillionschool-agechildrenarehomealoneafterschool.Thesearethehourswhenthenumberofviolentcrimespeaks
AtosendgoodstovariouspartsoftheworldBatanytimeduringtheyearChasgreadypromotedtradeDisitpossibletoprod
Abouteightmillionschool-agechildrenarehomealoneafterschool.Thesearethehourswhenthenumberofviolentcrimespeaks
FreezingtoDeathforBeautyPeopleinBeijingwearalotofclothingduringwintertofendoff(抵御)thecold.IntheUnitedS
A.YouShouldEnsureThatYouHaveAsMuchMemory(RAM)inYourPCAsYouNeedB.DoPrepareforDisasterC.KeepingaPCRunnin
IhopethatIdidn’tdoanythingabsurdlastnight.
Whereisthenapkinnormallyplacedduringthemeal?Allofthefollowingarefingerfoodsexcept
随机试题
职能资本家使用借到的货币资本从事生产经营活动,他所获得的利润会分割成两个部分,它们是______。
A.龙胆泻肝汤B.泻青丸C.左金丸D.当归龙荟丸肝胆实火上炎证,治疗最宜选
规划环境影响评价中在拟定环境保护对策与措施时,应遵循“预防为主”的原则和优先顺序,下列对其保护对策与措施优先顺序排列正确的是()。
建设工程勘察、设计的发包与承包双方,必须严格按程序办事,坚持()的原则。
下列关于工程项目管理与社会技术支持关系的表述中,不正确的是()。
证券公司介绍其客户到期货公司开户,当期货、现货市场行情发生重大变化导致该客户期货账户可能出现风险时,证券公司可以()。
根据传统民法理论,下列合同中属于双务、有偿、诺成性的合同是()。
现在准备为一栋9层的民居楼安装电梯,但由于费用等问题,部分群众不支持配合,你怎么处理?
下列关于过失犯罪的说法中,正确的是()(2011年一专一第13题)
设f(x)在(-∞,+∞)内一阶连续可导,且=1.证明:收敛,而发散.
最新回复
(
0
)