2017-2019年高考英语专题：完形填空夹叙夹议文（附答案解析）

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1、（2017-2019）高考真题英语分项汇编专题19完形填空夹叙夹议文一、2019年高考真题1.【2019·全国卷I】阅读下面短文，从短文后各题所给的A、B、C和D四个选项中，选出可以填入空白处的最佳选项。Everyyearabout40,000peopleattempttoclimbKilimanjaro,thehighestmountaininAfrica.They___41___withthemlotsofwaste.The___42___mightdamagethebeautyoftheplace.Theglaciers(冰川)aredisappearing,changingthe__

2、_43___ofKilimanjaro.Hearingthesestories,I’m___44___abouttheplace—otherdestinationsaredescribedas“purer”naturalexperiences.However,Isoon___45___thatmuchhaschangedsincethedaysofdisturbingreportsof___46___amongtonsofrubbish.Ifinda___47___mountain,withtoiletsatcampsandalongthepaths.Theenvironmentalchal

3、lengesare___48___buttheeffortsmadebytheTanzaniaNationalParkAuthorityseemtobe___49___.ThebestofaKilimanjaro___50___,inmyopinion,isn’treachingthetop.Mountainsare___51___asspiritualplacesbymanycultures.This___52___isespeciallyevidentonKilimanjaroas___53___gothroughfiveecosystems(生态系统)inthespaceofafewk

4、ilometers.Atthebaseisarainforest.Itendsabruptlyat3,000meters,___54___landsoflowgrowingplants.Furtherup,theweather___55___—lowcloudsenvelopethemountainsides,whicharecoveredwiththickgrass.I___56___twelveshadesofgreenfromwhereIstand.Above4,000metersisthehighland___57___:gravel(砾石),stonesandrocks.___58

5、___youclimbintoanarctic-likezonewith___59___snowandtheglaciersthatmaysoondisappear.DoesKilimanjaro___60___itsreputationasacrowdedmountainwithlinesoftouristsruiningtheatmosphereofpeace？Ifoundtheoppositetobetrue.41.A.keepB.mixC.connectD.bring42.A.storiesB.buildingsC.crowdsD.reporters43.A.positionB.ag

6、eC.faceD.name44.A.silentB.skepticalC.seriousD.crazy45.A.discoverB.argueC.decideD.advocate46.A.equipmentB.grassC.campsD.stones47.A.remoteB.quietC.allD.clean48.A.newB.specialC.significantD.necessary49.A.payingoffB.spreadingoutC.blowingupD.fadingaway50.A.atmosphereB.experienceC.experimentD.sight51.A.s

7、tudiedB.observedC.exploredD.regarded52.A.viewB.qualityC.reasonD.purpose53.A.scientistsB.climbersC.localsD.officials54.A.holdingontoB.goingbacktoC.livinguptoD.givingwayto55.A.changesB.clearsC.improvesD.permi