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
A very important world problem — in fact, I think it may be the most important of all the great world problems which face us at
A very important world problem — in fact, I think it may be the most important of all the great world problems which face us at
admin
2012-01-20
54
问题
A very important world problem — in fact, I think it may be the most important of all the great world problems which face us at the present time — is the rapidly increasing pressure of population on the land.
The population of the world today is about 4,000,000,000. That is an enormous number, yet it is known quite accurately, because there are very few parts of the world which have not carried out a modem census.
The important thing is not so much the actual population of twenty million — about six months’ increase in world population. Take Australia for example, there are ten million people in Australia. So it takes the world about three months to add to itself a population which peoples that vast country. Let us take our own crowded country, England and Wales — forty-five to fifty million people. This is just about a year’s supply.
By this time tomorrow, and every day, there will be added to the earth about 120,000 extra people — just about the population of the city of York. I am not talking about birth rate. This is net increase. To give you some idea of birth rate, look at the second hand of your watch. Every second, three babies are born somewhere in the world. Another baby! Another baby! You cannot speak quickly enough to keep up with the birth rate.
This enormous increase of population will create immense problems. By AD2000, unless something terrible happens, there will be as many as 7,000,000,000 people on the surface of the Earth! So this is a problem which you are going to see in your lifetime.
England and Wales ______.
选项
A、have a bigger population problem than Australia
B、have the same population increase rate as Australia
C、have the same number of people as the world’s yearly increase
D、can supply Australia with a whole year’s increase of people
答案
C
解析
转载请注明原文地址:https://jikaoti.com/ti/ubKsFFFM
本试题收录于:
公共英语五级笔试题库公共英语(PETS)分类
0
公共英语五级笔试
公共英语(PETS)
相关试题推荐
IfRepublicanshopetowinin2012,they’dbetterstopactinglikedisheveledDemocrats.
TheFatProblemthatMenFaceItisapleasuretoseemenofacertainageworryingabouttheirweight.Listeningtothemis
MarriageAdvertisementsinIndiaEverySundaymorningmillionsofIndianssettledownwithacupofteaandspecialweekend
MarriageAdvertisementsinIndiaEverySundaymorningmillionsofIndianssettledownwithacupofteaandspecialweekend
SymptomsofPervasiveAnti-IntellectualismAmericanstodaydon’tplaceaveryhighvalueonintellect.Ourheroesareathl
What’sLackingin’Sicko’?Whenitcomestoeconomicdecisions,therearealwaystrade-offs(取舍).Gainonethingandyoul
What’sLackingin’Sicko’?Whenitcomestoeconomicdecisions,therearealwaystrade-offs(取舍).Gainonethingandyoul
ToHaveandHaveNotIthadbeenboringhangingaboutthehotelallafternoon.Theroadcrewwereplayingagamewithdollar
AnswerQuestionsbyreferringtotheeventswhichhappenedduringthetermswhen3Americanpresidentsheldofficeinthefollow
随机试题
设参数方程求证:y=y(x)在[0,2π]是凸函数.
仅根据上述临床表现,排除梗阻性结石的依据是为明确黄疸性质,最有意义的检查是
湿热酿痰蒙蔽心窍,其病理阶段为
根据国家有关规定,()不属于检验检疫机构的基本任务。
讯问不满18周岁的证人,应通知其法定代理人或者教师在场。()
设0<P(C)<1,且P(A+B|C)=P(A|C)+P(B|C),则下列正确的是().
(95年)设随机变量X~N(μ,σ2),则随着σ的增大,概率P(|X-μ|<σ)【】
讨论函数在x=0处的连续性和可导性。
A、Themanshouldstartrunningdaily.B、Shealsopreferstoexerciseintheafternoon.C、It’simportanttowarmupbeforeexerci
A、Itmaintainstheregularsleeppattern.B、Itburnsouttheextraenergy.C、Itkeepspeopleinagoodmood.D、Ithelpsproduce
最新回复
(
0
)