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时间:2018-05-03
《高考英语第一轮选修6综合复习检测试题4》由会员上传分享,免费在线阅读,更多相关内容在应用文档-天天文库。
1、选修⑥Unit18Beauty[高考对接题]Ⅰ.语法填空(·佛山模拟)Mostofushavebeeninbothpositions:thegiverandthereceiver.Andwhileacertainamountofjoycanbepickedfrombeingareceiver, 1 enormousamountofjoycomes 2 giving.Ihavebeenofferedhelpandofferedpayment 3 certainthingsIdo,andIalmostalwaysturndownsuchoffers.IknowIshou
2、ldn't,butit'sapridething.IdoexpectpaymentwhenIdoaregularjob, 4 IjustwishtohelpwhenIdosomethingforsomeone.However,whenweturndownoffersforhelp,wedonotrealizeit.Butitactuallyhurtsthose 5 offertohelp,andwearedenyingthosepeoplethechance 6 (feel)thejoyofgiving.Mostpeopleonthisearthwillnotoff
3、ergenuinehelpiftheycannotdoso.Andiftheydo,theyaremotivatedonlybythedesiretoshare 7 theyhavewithothers.Thenexttimeyou 8 (offer)help,nomatterwhatthatoffermaybe,donotturn 9 down!Swallowyourprideandallowthathelpfulpersonthe 10 (please)ofgiving!Andwhenyoucan,payitforwardandblessback!1.解析:结合
4、短语an(enormous)amountof可知,此处填an。答案:an2.解析:comefrom来自于。答案:from3.解析:for表原因,我得到别人的帮助,应该提供为此报酬。答案:for4.解析:前后形成转折关系。答案:but5.解析:此处who引导一个指人的定语从句。答案:who6.解析:thechancetodo/ofdoingsth.,结合语法填空的考查特点,只能填tofeel。答案:tofeel7.解析:whattheyhavewithothers为名词性短语,what充当have的宾语。答案:what8.解析:此处表被动,下次你受人帮助的时候,不管是
5、什么帮助,你都不要拒绝。答案:areoffered9.解析:指前面提到的“帮助(offer)”。答案:it10.解析:前面有定冠词the,该填名词。答案:pleasureⅡ.完形填空IliveinAlbuquerqueandIusedtogivemuchmoneytothehomelessaround,feelingsorryfortheirmisfortune.ButlaterIbecameasinglemomwithnohome,ahuge 1 andhardlyanyincome.Asaresult,Istoppedgivingandbecamevery 2
6、.Thingsstartedtochange.Ibecame 3 enoughtohaveahome,and 4 abackyard,andIstartedtopullmyselfoutofdebt.Onedaywesawahomelesspersonwiththesign,“Willworkforfood.”I 5 .MydaughteraskedwhyInolongerhelpedthepeoplein 6 .Ireplied,“Honey,theyjustusethatmoneyfor 7 orotherbadthings.”Shedidn'trespond.
7、ButwhenIsaidthat,itdidn'tfeelright.Threedayslater,Iwasdrivingtopickupmydaughterfromschool.Amanwasstandingonthecornerandsomethingdeepinside 8 metohelphim.SoIstoppedmycar,andheranoverwith 9 .Hesaid,“Godblessyou,Ionlyneed77cents.”I 10 intomyashtrayand 11 enough,theresatthreequartersandt
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