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
自考
How do you understand Hemingway’s "Iceberg Principle" according to his works?
How do you understand Hemingway’s "Iceberg Principle" according to his works?
admin
2013-04-28
45
问题
How do you understand Hemingway’s "Iceberg Principle" according to his works?
选项
答案
(1) Hemingway once said, "The dignity of movement of any iceberg is due to only one eighth of it being above water. " (2) According to Hemingway, good literary writing should be able to make readers feel the emotion of the characters directly and the best way to produce the effect is to set down exactly every particular kind of feeling without any authorial comments, without conventionally emotion language, and with a bare minimum of adjectives and adverbs.
解析
转载请注明原文地址:https://kaotiyun.com/show/LOrx777K
本试题收录于:
英美文学选读题库文史类分类
0
英美文学选读
文史类
相关试题推荐
Englishisnowtheinternationallanguageforairlinepilots,scientists,medicalexperts,businessmenandmanyothers.Conseque
Thegreatpoweroftornadoesisalmostunbelievable.Thespeedofthiswhirlingfunnelshapedwindmaybemorethan500milespe
Onthefourthdayofhissojourn,theTimeTravelerunderstandswhytheEloiareterrifiedafternightfall.【C1】______Following
Ifyouarelookingforanexplanationofwhywedon’tgettoughwithcriminals,youneedonlylookatthenumbers.Eachyearalm
Yetinspiteofalltheinformality,Americaisnotcompletelywithoutcustomsthatshowconsciousnessofsocialdistinction.Fo
Yetinspiteofalltheinformality,Americaisnotcompletelywithoutcustomsthatshowconsciousnessofsocialdistinction.Fo
Inthesentence"Copernicusbelievedinaheliocentricuniverse,ratherthaninthegeocentrictheory.",theword"heliocentric"
IntheMiddleEnglishperiod,theNormanConqueststartedacontinualflowof______wordsintoEnglish.
MakeabriefcommentonJohnMilton’sliteraryachievements.
SongsofInnocenceandSongsofExperiencearewrittenbyWilliamBlake.Doyouthinkthetwocollectionsofpoemsarethesame?
随机试题
各种能力较好的结合称为()。
下列对特殊患者的处理原则,正确的是()
先天性肾位置异常可位于
摄影管电压范围为25~40kV时,称为
主要的产力是
二级评价的补充地面气象观测可选择有代表性的季节进行连续观测,观测期限应在()以上。
基金管理人负责基金的投资操作,本身并不经手基金财产的保管。()
下列选项中,属于渎职罪的是()(2014年非法学基础课单选第20题)
设函数y=f(x)二阶可导,f’(x)≠0,且与x=φ(y)互为反函数,求φ’’(y).
Beingamanhasalwaysbeendangerous.Thereareabout105malesbornforevery100females,butthisratiodropstonearbalan
最新回复
(
0
)