2023-2024上学期承德市重点高中联谊校高二年级12月份联考数学.考卷答案试卷答案,我们目前收集并整理关于2023-2024上学期承德市重点高中联谊校高二年级12月份联考数学.考卷答案得系列试题及其答案，更多试题答案请关注微信公众号：考不凡/直接访问www.kaobufan.com(考不凡)
2023-2024上学期承德市重点高中联谊校高二年级12月份联考数学.考卷答案试卷答案
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Amazonbasin.Whatthegroupfoundwasstarting:whilemostoftherainforeststillretainsabilitytoabsorblargequantitiesofpeciallyinwetteryearsoneprtionoftheforest,whichisespeciallyheavilydeforested,appearstohavelostthatcapacity.Gatti'sresearchsuggeststhissouth-easternpartoftheforest,about20%ofthetotalarea,dhasbecomeacarbonsource."Eachyearisworse,shetoldNewsnight.Weobservedthatthisareainthesouth-eastisanimportantsoureofcarbon.Anditdoesn'tmatterwhetheritisawetyearoradryyear.2017wasawetyear,butitdidn'tmakeanydifference."Aforestcanbecomeasoureeofearbonratherthana"store",or"sink",whentreesdieandcmitcarbonintotheatmosphere.AreasofdeforestationalsoconributetotheAmazon'sinabilitytoabsorbcarbon.CarlosNobre,whoco-authoredProfGatti'sstudy,calledtheobservation"veryworrying"because"itcouldbeshowingthebeginningsofamajortippingpoint".Hebelievesthenewfindingssuggestthatinthenext30years,morethanhalfoitheAmazoncouldtransformfromrainforestintosavanna(稀树草原).32.WhatcanbeconcludedfromParagraph2?A.Loggingandfiresshouldbeheldresponsibleforalldeadtrees.B.AmazonrainforestcannolongerabsorbasmuchCO2asbefore.C.GrowingtreesareabletoabsorbandreleaseCO2atthesametime.D.Morethan20%oftheAmazonrainforesthasbecomeanetsourceofCO.33.WhichofthefollowingmightProfessorLucianaGattiagreewith?A.MostoftheAmazonrainforestabsorbsmoreCO2inwetteryears.B.TheAmazonrainforestisonitswaytobecomingthebiggestsourceofcarbon.C.Deforestedareastendtoperformbetterintermsofabsorbingcarbonindryyears.D.TheAmazonrainforesthascompletelylostitsabilitytoslowthepaceofglobalwarming34.Whatdoestheunderlinedwordprobablymean?A.ConfusingB.Convincing.C.StrikingD.Disgusting.35.Whatwouldbethebesttitleofthispassage?omd1o918211n1021n9A.Deforestationorreforestation?ronBbasnollsisqooomso).lwgnone,allalsonB.Acarbonabsorberoracarbonmaker?C.CheeringnewsabouttheAmazonrainforestD.ThrillingfactsabouttheAmazonrainforest英语试题第8页（共12页）
分析由偶函数的定义和运用导数判断函数在[0，+∞）上的单调性，可将f（x）＜0转化为f（|x|）＜f（log23），化简为|x|＜log23，即可得到x的取值范围．
解答解：∵函数f（x）是定义在R上的偶函数，
∴f（-x）=f（x），
∵当x∈[0，+∞）时，f（x）=2x-3，
∴f′（x）=2xln2＞0，
∴f（x）在[0，+∞）上单调递增，
又f（log23）=0
∴f（x）＜0转化为f（|x|）＜f（log23）
∵f（x）在[0，+∞）上单调递增，
∴|x|＜log23
∴-log23＜x＜log23．
故答案为：-log23＜x＜log23．
点评本题考查函数的性质及运用，考查函数的奇偶性、单调性及运用，注意函数的定义域，注意运用导数判断单调性，属于中档题．
