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
Reading is not the only way to gain knowledge of the work in the past. There is another large reservoir (知识库) which may be calle
Reading is not the only way to gain knowledge of the work in the past. There is another large reservoir (知识库) which may be calle
admin
2023-03-13
114
问题
Reading is not the only way to gain knowledge of the work in the past. There is another large reservoir (知识库) which may be called experience, and the college student will find that every craftsman (工匠) has something he can teach and will generally teach gladly to any college student who does not look down upon them. But the demonstration (示范) and report of what happens, and how it happens are correct even if the reports are in completely unscientific terms (术语). Presently the college student will learn, in this case also, what to accept and what to reject.
Another source of knowledge is the vast store of traditional practices handed down from father to son, or mother to daughter, of old country customs, of folklore (风俗. All this is very difficult for a college student to examine, for much knowledge and personal experience is needed here to separate good plants from wild grass. The college student should learn to realize and remember how much of real value science has found in
this wide, confused wilderness
.
In the last paragraph the phrase "this wide, confused wilderness" refers to________.
选项
A、personal experience
B、wild weeds among good plants
C、the information from the parents
D、the vast store of traditional practices
答案
D
解析
推理判断题。题干意思为“在最后一段中‘这片令人迷惑的领域’指的是什么”。根据文章的第二段首句“另一个知识的来源就是由父亲传给儿子或者母亲传给女儿的各种传统的风俗习惯”可以选出答案。故选D。
转载请注明原文地址:https://www.kaotiyun.com/show/LZ0D777K
本试题收录于:
公共英语二级笔试题库公共英语(PETS)分类
0
公共英语二级笔试
公共英语(PETS)
相关试题推荐
设α1,α2,β1,β2为三维列向量组,且α1,α2与β1,β2都线性无关.证明:至少存在一个非零向量可同时由α1,α2和β1,β2线性表示.
设向量组(1):α1,α2,…,αs的秩为r1,向量组(2):β1,β2,…,βs的秩为r2,且向量组(2)可由向量组(1)线性表示,则().
It’snotdifficulttosettargetsforstaff.Itismuchharder,【C1】________,tounderstandtheirnegativeconsequences.Mostwor
Peekthroughtheinspectionwindowsofthenearly100three-dimensional(3D)printersquietlymakingthingsatRedEye,acompany
Ittookdecadestoprovethatcigarettesmokingcausescancer,heartdisease,andearlydeath.Ittook【C1】________yearstoestab
LastSeptember,theU.S.governmentannouncedthatitsbirthratefellto"anotherrecordlow".Morallyspeaking,there’snothing
LastSeptember,theU.S.governmentannouncedthatitsbirthratefellto"anotherrecordlow".Morallyspeaking,there’snothing
LastSeptember,theU.S.governmentannouncedthatitsbirthratefellto"anotherrecordlow".Morallyspeaking,there’snothing
Whatisthepurposeofthewoman’stalk?
InordertoholdanoutstandingOlympicGames,theBeijingOrganizingCommitteeissuesthisCallforExpressionofInterestin
随机试题
下列造成学生伤害事故的情形中,学校无须承担相应责任的是()。
认知弹性理论和代表斯皮罗等人把人的学习分为()
Mostpeoplewanttowork,butithasbecomemoredifficultintoday’sworldtofindworkforeverybody.Theeconomies(经济)ofth
女性,30岁。腹部胀痛伴有低热,盗汗,腹部有移动性浊音,腹水比重1.019,白细胞6.3×108/L,蛋白定量36g/L,单个核细胞0.85。HBsAg(+)肝脏功能正常,最可能的诊断是
某道路工程项目,施工总承包单位项目经理部根据该工程作业内容、土质条件、运距和气象条件,综合分析相关工程和设备的情况,对本工程的施工机械进行了选择和协调。具体施工中的部分工程施工机械的配置如下:(1)对于清基和料场准备等路基施工前的准备工作,选择的施
根据《会计核算软件基本功能规范》规定,下列关于记账凭证编号的说法正确的是()。
20世纪90年代最后的几年中,中国当代艺术已完全走过了80年代以来简单模仿西方现代艺术这段历史,也知道了中国当代艺术的发展有待于展览制度的健全和对艺术中“文化”与“质量”的重要性的认识,这将从根本上扭转90年代艺术的歧途,从此使中国当代艺术在新的支点上发展
红叶子理论把一个人的优点比作一棵树上的红叶子,把缺点比作绿叶子。一个人职业的成功不在于红叶子的数目多少,而在于他是否具备一片特别硕大的红叶子。这片特别硕大的红叶子不是与生俱来的,需要个人的不断努力。准确地识别到最适合发展的红叶子,开发、发展这片红叶子,使这
一个球体的半径增加10%后,它的表面积增长百分之几?
Itisacommonplaceamongmoraliststhatyoucannotgethappinessbypursuingit.Thisisonlytrueifyoupursueit【C1】______.
最新回复
(
0
)