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
考研
Fear seems to be the dominant mood of the moment. Hurricanes, tidal waves, floods, earthquakes and terrorism this year have all
Fear seems to be the dominant mood of the moment. Hurricanes, tidal waves, floods, earthquakes and terrorism this year have all
admin
2020-08-21
28
问题
Fear seems to be the dominant mood of the moment. Hurricanes, tidal waves, floods, earthquakes and terrorism this year have all brought with them not only appalling scenes of devastation, death and suffering, but also outrage at the lack of preparations to avoid or cope with these disasters. Now even the birds of the air are a threat, we are told. That migrating flock visible on the horizon at sunset, once a consoling reminder of the eternal rhythms of nature, could be carrying the virus which might soon kill tens of millions of people.
Given the many fingers pointed at governments in the wake of other disasters this year, it is hardly surprising that they are scrambling to respond to the threat posed by avian influenza. After confirmation this week that the H5N1 strain of bird flu, which has been spreading quickly in Asia, had been discovered in Romania and perhaps Greece, European Union foreign ministers convened an emergency meeting. President George Bush, still smarting from a torrent of criticism of his government’s clumsy response to Hurricane Katrina, has promised to rush out emergency plans for dealing with an outbreak of pandemic flu which have been stalled for years. Countries around the world are hurrying to stockpile the only current antiviral drug, Tamiflu, which might be effective in saving lives in any pandemic or curbing its spread. The World Health Organisation is calling for an internationally co-ordinated effort. Health ministers from around the globe are due to meet next week in Canada to discuss what steps to take.
Is any of this effort justified? Or are politicians simply helping to feed public panic, and then covering themselves by promising to spend lavishly against a threat which may never materialize and to reduce a risk which they do not understand? To ask these questions is not to counsel complacency, but to apply the kind of test which is required in any kind of disaster planning, not least because the world is an inherently dangerous place and it is impossible to plan against every possible disaster. With the media full of warnings of impending mass death, an overreaction is all too possible.
The phrase "not least" in the last but one sentence of the text means______.
选项
A、at most
B、not at all
C、marginally
D、particularly
答案
D
解析
本题是一道词汇题,测试考生的词汇量。“not least”在英文中的含义是:“部分地;尤其;相当重要地”。故本题的正确选项是D“particularly”(尤其)。
转载请注明原文地址:https://kaotiyun.com/show/OX1Z777K
0
考研英语一
相关试题推荐
AsformercolonistsofGreatBritain,theFoundingFathersoftheUnitedStatesadoptedmuchofthelegalsystemofGreatBritai
AsformercolonistsofGreatBritain,theFoundingFathersoftheUnitedStatesadoptedmuchofthelegalsystemofGreatBritai
AsformercolonistsofGreatBritain,theFoundingFathersoftheUnitedStatesadoptedmuchofthelegalsystemofGreatBritai
WritealettertoProfessorSmith,aworldfamousprofessormajoringinChinesephilosophyandreligiousstudies,andinvitehim
It’slongbeenknown,butlittlediscussedinpolitehigh-techcircles,thatinformation-agetechnologyisnotthecleanindustr
______theFirstWorldWar,theUnitedStatesbecamethedominantforceinthemotion-pictureindustry.
Havetherealwaysbeencities?Thetrendiscitiesareincreasinglybecomingthedominantmodeofman’ssocialexistence.【T1】It
Havetherealwaysbeencities?Thetrendiscitiesareincreasinglybecomingthedominantmodeofman’ssocialexistence.【T1】It
Fearseemstobethedominantmoodofthemoment.Hurricanes,tidalwaves,floods,earthquakesandterrorismthisyearhaveall
Havetherealwaysbeencities?Thetrendiscitiesareincreasinglybecomingthedominantmodeofman’ssocialexistence.【T1】It
随机试题
T形梁焊后容易产生拱形变形,若采用火焰加热矫正,则加热位置和方法应为________。
抢救新生儿窒息的首要措施是
简述游戏对幼儿社会性发展的作用。
依法执教的具体要求有哪些?
统计图以下是某市2003~2005年2~9月的固定资产投资额情况:
在中国传统文化中,“五谷”通常指的是稻、黍、稷、麦、菽等五种谷物。其中“菽”指的是:
根据(),企业的会计核算应严格按照国家统一会计制度的规定进行。
对犯罪分子适用的酌定减轻处罚必须符合下列条件()。
由题设,记P(A)=p1,则P(X=1)=p1,从而P(X=-1)=1-p1.记P(B)=p2,则P(Y=1)=p2,且P(Y=﹣1)=1-P2.因此有E(X)=p1-(1-p1)=2p1-1,E(y)=p2-(1-p2)=2p2-1.由于X,Y的取值
设随机变量X服从参数为λ的指数分布,令Y=,求:P{X+Y=0}。
最新回复
(
0
)