安徽省2023-2024学年度八年级阶段考试数学.考卷答案

安徽省2023-2024学年度八年级阶段考试数学.考卷答案试卷答案,我们目前收集并整理关于安徽省2023-2024学年度八年级阶段考试数学.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)

试题答案

安徽省2023-2024学年度八年级阶段考试数学.考卷答案试卷答案

以下是该试卷的部分内容或者是答案亦或者啥也没有,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)

第三部分语言运用(共两节,满分30分》第一节(共15小题:每小题1分,满分15分)阅读下面短文,从每题所给的A,B、C,D四个选项中搓出可财填入空白处解Long-marchmakersOneofthegreatestmysteriesinbiology-howthemonarchbutterfyraveskilometersonitsyearlymigration-hasjustbeensoved.Monarchbutterfliesusethesunto41theirbodyclocksandmaketheiraccordingtoUSscientists.NootherbutterflyintheworldmigrateslikeorangeandblackmonarchsofoAEachautumn,thousandstravelupto3,300kmtospendwinterinthemountainsfMxTharesomanythattheyalmost42thesky.Andyoucanheartheirwings43Itusuallytakesthebutterfliestwo44toreachMexico.Afterfivemonthsofstayeheadbackupnorthinthespring.Butnotonebutterfly45thewholeroundtrip.Theyeggsalongthewayanddie.Three46ofbutterflieswillliveanddieduringthespringjoumeyalone.Thefourafinaloffspring(oftheyearisbominearlyautumnandwillreachtheButithardgetstorestbeforestartingthe48joumeysouthtoMexico.Paststudieshaveshowntheinsectsusethe49asacompasstoshowthemtheway.Bexpertswereunsurehowthebutterflieschangetheir50asthesunmovesinthesky.Thisnewstud小ynowsho%vstheinsectsuseabody“cireadia”clockaspartofthe分ncompass.Inlaboratorytests,monarchbutterflieswere51toflyintherightdirectiondnormaldaylighthours.Butthoseflyingin24-hourlightheaded52towardsthesunTheylongerhadany53oftime.StevenReport,wholedtheresearch,said,"Wehaveshownthe54forthecircadiaclockformonarchbutterflymigration.Whentheclockisinterrupted,monarchsare55totowardsMexico.”B1.A.makeB.setC.switchD.repairA42.A.blockoutB.escapefromC.runintoD.passbyA43.A.beatingB.expandingC.foldingD.spreadingB44.A.decadesB.monthsC.daysD.hoursC45.A.decidesB.designsC.finishesD.startsD46.A.quartersB.speciesC.groupsD.generations047.A.westB.southC.northD.eastA48.A.0gB.comfortableC.briefD.soo●月49,AmB.clockC.wingD.短eeB.A.distanceB.directionC.rateD.speed英语试题第7页(共12颜)

分析由已知中集合A={a|a=$\frac{kπ}{2}$+$\frac{π}{3}$,k∈Z},B=[-π,π],结合集合交集的定义,可得答案.

解答解:∵集合A={a|a=$\frac{kπ}{2}$+$\frac{π}{3}$,k∈Z},B=[-π,π],
∴A∩B={-$\frac{2π}{3}$,-$\frac{π}{6}$,$\frac{π}{3}$,$\frac{5π}{6}$},
故答案为:{-$\frac{2π}{3}$,-$\frac{π}{6}$,$\frac{π}{3}$,$\frac{5π}{6}$}

点评本题考查的知识点是集合的交集,并集,补集运算,难度不大,属于基础题.