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
Language acquisition is one of the central topics in cognitive science. Every theory of cognition has tried to explain it. Poss
Language acquisition is one of the central topics in cognitive science. Every theory of cognition has tried to explain it. Poss
admin
2015-08-29
34
问题
Language acquisition is one of the central topics in cognitive science.
Every theory of cognition has tried to explain it. Possessing a language is the
quintessentially human trait: all common humans speak, no nonhuman ani-【M1】______
mal does. Language is main vehicle by which we know about other people’s【M2】______
thoughts, and the two must be intimately related. Every time we speak we
are revealing something about language, because the facts of language【M3】______
structure are easy to come by: these data hints at a system of extraordinary【M4】______
complexity. Nonetheless, learning a first language is something every child
does successfully, as a matter of a few years and without the need for formal【M5】______
lessons. With language so close to the core of what it means to be human, it is
not surprising that children’s acquisition of language has received so much
attention.
A relating question is whether language is unique to humans. At first【M6】______
glance the answer seems obvious. Other all animals communicate with a fixed【M7】______
repertoire of symbols, or with analogue variation like the mercury in a thermometer.
But nothing appears to have the combinatorial rule system of【M8】______
human language, in which symbols are changed into an unlimited set of combinations,
each with a determinate meaning. On the other hand, many other
claims about human uniqueness, such like that humans were the only animals【M9】______
to use tools or to fabricate them, have turned into to be false.【M10】______
【M7】
选项
答案
all一/
解析
代词冗余。该句中没有“所有”的意思,并且在搭配中all也应该放在other之前。故将all去掉。
转载请注明原文地址:https://kaotiyun.com/show/Q7OO777K
0
专业英语八级
相关试题推荐
ReadingontheInternet:TheLinkbetweenLiteracyandTechnologyWithaccesstotheInternetathomeandinclassrooms,Ali
TothewestofmainlandAmericaliesthe______.
IntheBlackForest,theacidrainissaidtoattackallEXCEPT
HarrietBeccherStowe,theauthorof______,hadbecomethemostfamousliterarywomanintheworld.
WhatisthecurrentsupportingrateofBritishpeoplefortheupcoming2012LondonOlympicGamesaccordingtoSirCraigReedie?
InformationSuperhighwayatWorkThechangesinhowwecommunicatemakeitnecessarytochangehowwethinkaboutcommunicat
InformationSuperhighwayatWorkThechangesinhowwecommunicatemakeitnecessarytochangehowwethinkaboutcommunicat
不消说,相识的人数是随了年龄增加的,一个人年龄越大,走过的地方、当过的职务越多,相识的人理该越增加了。可是,相识的人并不就是朋友。我们许多人相识,或是因了事务关系,或是因了偶然的机缘——如在别人请客的时候同席吃过饭之类。见面时点头或握手,有事时走访或通信,
A、Shewasn’tabletomakeitfither.B、Shewasn’tabletofastenit.C、Shewastoldnottofastenit.D、Itwasunnecessarytow
FlorenceNightingaleenteredthehospitalandwasappalledandhorrifiedbywhatshesaw.Woundedsoldierslayonstrawmatstha
随机试题
山楂的性味是
在牙体缺损修复中增加患牙抗力的措施有以下几种,其中错误的是
根据所给材料回答问题。(需计算后回答的问题须列出算式;每个问题计算过程中的小数均保留实际位数,计算结果有小数的,小数保留2位。)2015年6月,A出版社出版了一部旨在开发少年儿童学习潜能的图书《每个孩子都是优等生》,由知名教育专家王大可撰写。A出
《公鸡和母鸡们的故事》《北极村的故事》属于()。
价格折扣和折让通常有()。
设f(x)为二阶可导的偶函数,f(0)=l,f”(0)=2且f”(x)在x=0的邻域内连续,则=_____________.
设α,β为四维非零列向量,且α⊥β,令A=αβT,则A的线性无关特征向量个数为()
设数列{xn}满足0<x1<π,xn+1=sinxn(n=1,2,…)。证明xn存在,并求该极限。
既可以直接输入文字,又可以从列表中选择输入项的控件的是______。
Low-carbonFuture:WeCanAffordtoGoGreen[A]Tacklingclimatechangewillcostconsumerstheearth.Thosewhocampaignfo
最新回复
(
0
)