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
You should spend about 20 minutes on Questions 1-13, which are based,on Reading Passage 1 below. Can ani
You should spend about 20 minutes on Questions 1-13, which are based,on Reading Passage 1 below. Can ani
admin
2017-04-14
30
问题
You should spend about 20 minutes on Questions 1-13, which are based,on Reading Passage 1 below.
Can animals count?
Prime among basic numerical faculties is the ability to distinguish between a larger and a smaller number, says psychologist Elizabeth Brannon. Humans can do this with ease - providing the ratio is big enough - but do other animals share this ability? In one experiment, rhesus monkeys and university students examined two sets of geometrical objects that appeared briefly on a computer monitor. They had to decide which set contained more objects. Both groups performed successfully but, importantly, Brannon’s team found that monkeys, like humans, make more errors when two sets of objects are close in number. ’The students’ performance ends up looking just like a monkey’s. It’s practically identical,’ she says.
Humans and monkeys are mammals, in the animal family known as primates. These are not the only animals whose numerical capacities rely on ratio, however. The same seems to apply to some amphibians. Psychologist Claudia Uller’s team tempted salamanders with two sets of fruit flies held in clear tubes. In a series of trials, the researchers noted which tube the salamanders scampered towards, reasoning that if they had a capacity to recognise number, they would head for the larger number. The salamanders successfully discriminated between tubes containing 8 and 16 flies respectively, but not between 3 and 4, 4 and 6, or 8 and 12. So it seems that for the salamanders to discriminate between two numbers, the larger must be at least twice as big as the smaller. However, they could differentiate between 2 and 3 flies just as well as between 1 and 2 flies, suggesting they recognise small numbers in a different way from larger numbers.
Further support for this theory comes from studies of mosquitofish, which instinctively join the biggest shoal* they can. A team at the University of Padova found that while mosquitofish can tell the difference between a group containing 3 shoal-mates and a group containing 4, they did not show a preference between groups of 4 and 5. The team also found that mosquitofish can discriminate between numbers up to 16, but only if the ratio between the fish in each shoal was greater than 2:1. This indicates that the fish, like salamanders, possess both the approximate and precise number systems found in more intelligent animals such as infant humans and other primates.
While these findings are highly suggestive, some critics argue that the animals might be relying on other factors to complete the tasks, without considering the number itself. ’Any study that’s claiming an animal is capable of representing number should also be controlling for other factors,’ says Brannon. Experiments have confirmed that primates can indeed perform numerical feats without extra clues, but what about the more primitive animals? To consider this possibility, the mosquitofish tests were repeated, this time using varying geometrical shapes in place of fish. The team arranged these shapes so that they had the same overall surface area and luminance even though they contained a different number of objects. Across hundreds of trials on 14 different fish, the team found they consistently discriminated 2 objects from 3. The team is now testing whether mosquitofish can also distinguish 3 geometric objects from 4.
Even more primitive organisms may share this ability. Entomologist Jurgen Tautz sent a group of bees down a corridor, at the end of which lay two chambers - one which contained sugar water, which they like, while the other was empty. To test the bees’ numeracy, the team marked each chamber with a different number of geometrical shapes - between 2 and 6. The bees quickly learned to match the number of shapes with the correct chamber. Like the salamanders and fish, there was a limit to the bees’ mathematical prowess -they could differentiate up to 4 shapes, but failed with 5 or 6 shapes.
These studies still do not show whether animals learn to count through training, or whether they are born with the skills already intact. If the latter is true, it would suggest there was a strong evolutionary advantage to a mathematical mind. Proof that this may be the case has emerged from an experiment testing the mathematical ability of three- and four-day-old chicks. Like mosquitofish, chicks prefer to be around as many of their siblings as possible, so they will always head towards a larger number of their kin. If chicks spend their first few days surrounded by certain objects, they become attached to these objects as if they were family. Researchers placed each chick in the middle of a platform and showed it two groups of balls of paper. Next, they hid the two piles behind screens, changed the quantities and revealed them to the chick. This forced the chick to perform simple computations to decide which side now contained the biggest number of its "brothers". Without any prior coaching, the chicks scuttled to the larger quantity at a rate well above chance. They were doing some very simple arithmetic, claim the researchers.
Why these skills evolved is not hard to imagine, since it would help almost any animal forage for food. Animals on the prowl for sustenance must constantly decide which tree has the most fruit, or which patch of flowers will contain the most nectar. There are also other, less obvious, advantages of numeracy. In one compelling example, researchers in America found that female coots appear to calculate how many eggs they have laid - and add any in the nest laid by an intruder - before making any decisions about adding to them. Exactly how ancient these skills are is difficult to determine, however. Only by studying the numerical abilities of more and more creatures using standardised procedures can we hope to understand the basic preconditions for the evolution of number.
* a group of fish
Questions 1-7
Complete the table below.
Choose NO MORE THAN THREE WORDS from the passage for each answer.
Write your answers in boxes 1-7 on your answer sheet.
选项
答案
fruit flies
解析
The second paragraph says ’tempted salamanders with two sets of fruit flies held in clear tubes’.
转载请注明原文地址:https://jikaoti.com/ti/n3EYFFFM
本试题收录于:
雅思阅读题库雅思(IELTS)分类
0
雅思阅读
雅思(IELTS)
相关试题推荐
Onereasonwhyasheep,alesswell-understoodexperimentalsubjectthanthelaboratorymouse,shouldhaveprovedeasier
Theprimaryimpulseofeachhumanbeingisto______himself,butthesecondaryimpulseistoventureoutoftheself,tocorrect
WhereLindahasher______charm,andRoberthassenseofverveandsuavity,Pollyhasonlyhersuperficial______.
AccordingtoAristotle,thesubjectsoftragicdramawererightlydrawnfromancientmythology,asourceconsideredinvar
Informationonbehavioraldeficitsinratsisalso______tohumans,butthereisanenormousstepbetweenthepsychologyofthet
Relativismamountstothedenialofanobjectiveworldaboutwhichtrueandfalsestatementscanbemade;thereisnoabs
Relativismamountstothedenialofanobjectiveworldaboutwhichtrueandfalsestatementscanbemade;thereisnoabs
POSTSCRIPT:LETTER::
UntilAndrewlearnedto______astrictschedule,heseldommanagedtocompletehishomeworkinatimelymanner.
Thispassageisadaptedfrommaterialpublishedin2001.FrederickDouglasswasunquestionablythemostfamousAfricanAmerican
随机试题
如何评价课程实施的三种取向?
由于工程所处的条件不同,所面临的危险因素会有所改变,另外施工活动分散于施工现场的各个部位,这就要求建筑工程安全控制应具有()。
企业当月交纳以前各期未交的增值税,应()。
张三家有黄牛一头,某日借与李四家耕地无偿使用一周。第三天,李四向张三提出购买该牛,价金在一个月内付清,张三表示同意。第五天,该黄牛产下一头小牛犊。下列说法中,错误的是()。
白银主要用于工业、摄影以及首饰,这几大类的白银总需求占白银需求的()左右。
发展少年儿童的斜方肌可预防和矫正驼背。()
阅读下列三段材料,根据要求完成任务。材料一《义务教育化学课程标准(2011年版)》关于“金属活动性顺序”的课程,内容标准为:能用金属活动性顺序对有关置换反应进行判断;实验探究酸溶液、盐溶液与金属发生的置换反应及其规律。材料二某版本教
灵长目动物随着群体规模的扩大,需要处理的信息量也大得令人头疼。在一个有五位成员的群体中,成员间共有十组双边关系;在20个成员的团体中,双边关系数量上升到190组;50个成员的团体则升至1225组。_______。大脑皮层越大,它们所能应付的群体规模也就越大
Onebusyday,Iwasracingaroundtryingtogettoomuchdone,andIexclaimedtomythreekidsinthecar,"Wecangetboththi
舞狮(liondance)是中国的一种传统舞蹈形式,在重大节日和隆重活动中经常可以看到。
最新回复
(
0
)