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时间:2017-12-18
《2012届高考英语必修5 unit 1复习教案》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、2012届高考英语必修5Unit1复习教案2012届高考英语必修Unit1复习教案Unit1 Greatsientists 伟大的科学家核心词汇1.Ife____________(打败)theItaliantea,e’llbethrughtthefinal2.Abutthundredstudents____________(参加)theleturebPrfessrSithesterda3.Being____________(暴露)tstrngsunlighttuhtieisbadfrursin4Finding
2、aurefrAIDSisnefthegreatest____________(挑战)faingdtrstda.Tneradshavereentlbeenpened,andseveralthersarestillunder____________(建设).6.Iappliedfrabasaseretarthere,butas____________(拒绝).7.Hisbrtherisabusinessanhhasalread____________(捐助)00,000uanttheearthquae&sh;st
3、rienarea8.igarettesgivefftuhpisnusvapurinttheair,hih____________(污染)theenvirnentbadl9.Nnenshstleherar,butthepliehave____________herneighbrsAtlast,thet____________erearrestedtdainnnetiniththerbber(suspet)10.用nlude的适当形式填空(1)Taingintauntfallthesefatrs,eareahth
4、e____________thatparentsarethebestteahersftheirhildren(2)hnsn____________frhisstudiesthatequalitbeteenthesexesisstillalngaff1defeat 2attended 3expsed 4hallenges nstrutin 6reeted/refused 7ntributed 8pllute 9suspeted;suspets 10(1)nlusin (2)nluded高频短语1._______
5、_________ 提出2.________________得出结论3.________________使显露;暴露4.________________将……和……联系或连接起.________________除……之外;此外6.________________讲得通;有意义7.________________调查;研究8.________________导致9.________________有时10.________________反对11.________________对……严格的12.______
6、__________应受责备1putfrard 2draanlusin 3expset 4lint apartfr 6aesense 7lint 8leadt 9atties 10beagainst 11(be)stritith 12betblae重点句式1.____________itsause____________itsureasunderstd人们不知道它的病,也不了解它的治疗方法。2.Santhusandsfterrifiedpepledied____________thereasanutbrea每
7、次爆发霍乱时,都有大批惊恐的老百姓病死。3.Aan,hhadvedaafrBradStreet,liedtheaterfrthepupsuhthatshe____________therhuseeverda有一位妇女是从宽街搬过的,她特别喜欢那里的水,每天都要派人用水泵打水运到家里。4.__________________,hnSnsuggestedthatthesurefalltheatersupplies____________为防止这种情况再度发生,约翰•斯诺建议所有水都要经过检测。.___
8、_________uputthesuntheredidtheveentsfthetherplanetsinthesaesense只有当你把太阳放在中心位置上,天空中其他行星的运动才能说得清楚。1Neither;nr 2evertie 3haditdelivered 4Tpreventthisfrhappeningagain;beexained nlif知识详解1nlude vt≈vi 断定,推
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