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
One of the most pressing challenges the world will face in the next few decades is how to alleviate the growing stress that huma
One of the most pressing challenges the world will face in the next few decades is how to alleviate the growing stress that huma
admin
2022-12-26
54
问题
One of the most pressing challenges the world will face in the next few decades is how to alleviate the growing stress that human activities are placing【C1】________the environment. The consequences are just too great to【C2】________. Wildlife habitats are being degraded or disappearing altogether as new developments【C3】________more land. Plant and animal species are becoming【C4】________at a greater rate now than at any time in Earth’s history.【C5】________many as 30 percent of the world’s fish stocks are over-exploited. And the list goes on.
【C6】________, there is reason to have hope for the future. Advances in computing power and molecular biology are among the tremendous increases in scientific capability that【C7】________helping resear-chers【C8】________a better understanding of these problems. Recent development in science and technology could provide the【C9】________for some major and timely actions that would【C10】________our understanding of how human activities affect the environment.
One priority for research is improving hydrological forecasting. It has been【C11】________that the world’s water use would triple in the next two decades. Already, widespread water【C12】________have occurred in parts of China, India, and North Africa. The need for water also is taking its toll on fresh water ecosystems in the United States. Only 2 percent of the nations’ stream are considered in good【C13】________, and【C14】________to 40 percent of native fish species are rare to extinct.
To prevent outbreaks of【C15】________diseases in plants, animals and human, more study is needed on how parasites and disease-carrying species—as【C16】________as humans and other species they【C17】________—are affected by changes in the environment. The overuse of antibiotics both in humans and in farm animals has【C18】________ to the growth of antibiotic-resistant micro organism. Researchers can take【C19】________of new technologies in genetics and computing to better monitor and【C20】________the effects that environment changes might have on diseases outbreaks.
【C17】
选项
A、infect
B、take
C、affect
D、influence
答案
A
解析
本填空考查动词,其主语为they,再进一步定位这个they所指代的名词为parasites and disease-carrying species(寄生虫和携带疾病的生物),而动词的宾语其实就是humans and other species。理解了这两个线索,再根据前文的信息,即做这些事情的目的是为了To prevent outbreaks of-infectious-diseases in plants,animals and human,本填空的答案应该为A项infect(传染)。
转载请注明原文地址:https://kaotiyun.com/show/nUMD777K
0
考研英语二
相关试题推荐
Foratleastadecade,introvertactivistshavebeencallingforarevolution:remaketheextrovert-dominatedworkplace.Create
Firstitwaspets,thenfish.Nowit’spoultryandpigs.The【C1】________ofanimalsallowedtofeedoninsectsisgrowing.Anew
Firstitwaspets,thenfish.Nowit’spoultryandpigs.The【C1】________ofanimalsallowedtofeedoninsectsisgrowing.Anew
AdecadeagobiologistsidentifiedaremoteprotectedareainnorthernLaos,calledNamEt-PhouLouey,asthecountry’sprobable
AdecadeagobiologistsidentifiedaremoteprotectedareainnorthernLaos,calledNamEt-PhouLouey,asthecountry’sprobable
AdecadeagobiologistsidentifiedaremoteprotectedareainnorthernLaos,calledNamEt-PhouLouey,asthecountry’sprobable
Justsevenyearsago,theTexasLegislatureprescribedthatallhighschoolersmustpasstwomathcoursesandgeometrytogradua
Justsevenyearsago,theTexasLegislatureprescribedthatallhighschoolersmustpasstwomathcoursesandgeometrytogradua
Justsevenyearsago,theTexasLegislatureprescribedthatallhighschoolersmustpasstwomathcoursesandgeometrytogradua
随机试题
急性闭角型青光眼发作期的治疗。
引起继发性再生障碍性贫血最常见的药物为()
普萘洛尔与硝酸甘油合用治疗心绞痛的药理基础是
王某是某公司的职员,月薪颇丰,该公司作为其个人所得税的扣缴义务人每月为其代扣、代缴税款。一日王某要求公司开具代扣、代收税款凭证,公司财务人员拒绝开具,对此分析正确的是:()。
房地产投资分析中的敏感性分析是在风险因素发生的概率可以确定的情况下的风险分析。()
在下列各项中,属于财务管理经济环境构成要素的有()。
下述关于数据库系统的叙述中正确的是()。
隐性课程大体分为制度性、关系性、______四种类型。
2011年全国批准建设用地61.2万公顷,其中转为建设用地的农用地41.05万公顷,转为建设用地的耕地25.3万公顷,同比分别增长13.5%、14.8%、8.5%。2010年转为建设用地的农用地占批准建设用地的比重为:
设f(χ)在[a,b]上连续可导,f(χ)在(a,b)内二阶可导,f(a)=f(b)=0,∫abf(χ)dχ=0,证明:(1)在(a,b)内至少存在一点ξ,使得f′(ξ)=f(ξ);(2)在(a,b)内至少存在一点η(η≠ξ),使得f〞(η)=f
最新回复
(
0
)