2024青海高考文科一分一段排名表（最新位次查询）

搜百科 2024-08-19 11:12:49 6 0

今年山东新高考多少分可以考上陕西工商职业学院？全省排名在多少位次？以下为高考志愿AI填报系统提供的：陕西工商职业学院历年在山东招生的最低录取分数线、位次等数据，供2024年考生志愿填报参考！

一、2024年山东考生多少分能上陕西工商职业学院

依据陕西工商职业学院2023年在山东的招生录取数据分析：

2024年山东考生（综合类）高考分数预估要得427分左右才能上陕西工商职业学院，或者位次排在345404名左右被陕西工商职业学院录取的概率才算是比较大。

附：【综合类】陕西工商职业学院在山东历年录取分数线（2022-2023）

年份	院校	招生省份	录取批次	最低分/最低位次	省控线
2023	陕西工商职业学院	山东（综合类）	普通类二段	427 / 345404	150
2022	陕西工商职业学院	山东（综合类）	普通类二段	409 / 360715	150

注：每年高校的录取分数线都会根据考生的成绩和招生计划有所变化，以上预估分数线只是作为高考志愿填报参考，2024年山东高考实际要多少分才能进陕西工商职业学院，待录取结束后，以官方权威发布的信息为准。

二、陕西工商职业学院简介

陕西工商职业学院是省政府主办、省教育厅主管、教育部备案的公办全日制普通高等职业学校。

“十四五”时期，学校以习近平新时代中国特色社会主义思想为指导，全面贯彻落实党的十九大和十九届历次全会精神，深入学习贯彻习近平总书记来陕考察重要讲话重要指示精神，立足新发展阶段、贯彻新发展理念、构建新发展格局，以立德树人为根本，以服务发展为宗旨，以促进就业为导向，紧紧围绕我省产业结构调整升级，不断优化人才培养模式，深化教育教学改革，突出高质量发展，加快推进“双高”院校建设进程，奋力谱写新时代学校事业追赶超越新篇章。

10511457~47317523462~47615510474~48512522477~49216509486~50621521493~50412508507~5126520505~5128507513~5219519513~53220506522~53716518533~54917505538~54710517550~56516504548~56114516566~57914503562~57110515580~59617502572~58716514597~61721501588~60215513618~63114500603~61210512632~65322499613~62715511654~67118498628~64215510672~68817497643~65917509689~71022496660~68021508711~72919495681~69414507730~75728494695~70612506758~77417493707~72923505775~79723492730~75223504798~81720491753~76311503818~83821490764~78017502839~86325489781~79515501864~88421488796~81318500885~90824487814~83623499909~93123486837~85519498932~95524485856~88227497956~98025484883~91028496981~99818483911~93626495999~102426482937~953174941025~105127481954~975224931052~107322480976~1000254921074~1095224791001~1025254911096~1123284781026~1048234901124~1148254771049~1070224891149~1176284761071~1093234881177~1196204751094~1115224871197~1224284741116~1145304861225~1251274731146~1178334851252~1286354721179~1211334841287~1307214711212~1238274831308~1331244701239~1266284821332~1368374691267~1292264811369~1390224681293~1326344801391~1420304671327~1357314791421~1454344661358~1396394781455~1484304651397~1429334771485~1512284641430~1458294761513~1546344631459~1489314751547~1577314621490~1519304741578~1616394611520~1554354731617~1648324601555~1594404721649~1683354591595~1619254711684~1711284581620~1652334701712~1745344571653~1693414691746~1773284561694~1736434681774~1808354551737~1766304671809~1852444541767~1816504661853~1881294531817~1857414651882~1910294521858~1906494641911~1945354511907~1950444631946~1983384501951~1994444621984~2025424491995~2038444612026~2073484482039~2086484602074~2112394472087~2135494592113~2143314462136~2176414582144~2187444452177~2212364572188~2225384442213~2256444562226~2270454432257~2316604552271~2311414422317~2365494542312~2352414412366~2433684532353~2397454402434~2486534522398~2442454392487~2539534512443~2478364382540~2590514502479~2520424372591~2627374492521~2570504362628~2688614482571~2625554352689~2745574472626~2671464342746~2804594462672~2713424332805~2865614452714~2765524322866~2917524442766~2815504312918~2978614432816~2850354302979~3050724422851~2901514293051~3110604412902~2945444283111~3181714402946~2988434273182~3238574392989~3039514263239~3312744383040~3087484253313~3382704373088~3142554243383~3464824363143~3188464233465~3517534353189~3237494223518~3586694343238~3292554213587~3651654333293~3341494203652~3721704323342~3402614193722~3803824313403~3449474183804~3884814303450~3497484173885~3944604293498~3542454163945~4007634283543~3600584154008~4067604273601~3662624144068~4143764263663~3726644134144~4216734253727~3789634124217~4293774243790~3846574114294~4364714233847~3902564104365~4454904223903~3954524094455~4527734213955~4017634084528~4611844204018~4070534074612~4690794194071~4128584064691~4764744184129~4187594054765~4840764174188~4250634044841~4938984164251~4308584034939~5020824154309~4379714025021~5109894144380~4453744015110~5180714134454~4518654005181~5274944124519~4592743995275~53791054114593~4659673985380~5473944104660~4716573975474~5564914094717~4793773965565~5643794084794~4848553955644~5722794074849~4911633945723~58231014064912~4965543935824~59351124054966~5025603925936~6015804045026~5091663916016~6111964035092~5171803906112~62201094025172~5235643896221~63201004015236~5299643886321~64251054005300~5366673876426~6523983995367~5431653866524~6616933985432~5517863856617~6710943975518~5582653846711~6798883965583~5659773836799~69021043955660~5725663826903~6988863945726~5804793816989~7079913935805~5876723807080~7169903925877~5940643797170~7268993915941~5994543787269~7360923905995~6063693777361~7454943896064~6128653767455~75541003886129~6190623757555~76581043876191~6271813747659~7747893866272~6350793737748~7842953856351~6425753727843~7932903846426~6506813717933~80521203836507~6584783708053~81641123826585~6660763698165~8255913816661~6743833688256~83581033806744~6813703678359~8446883796814~6894813668447~85571113786895~6966723658558~8650933776967~7040743648651~87501003767041~7118783638751~8841913757119~7189713628842~8940993747190~7269803618941~9036963737270~7334653609037~91371013727335~7416823599138~9225883717417~7492763589226~9306813707493~7568763579307~9392863697569~7651833569393~9480883687652~7728773559481~9568883677729~7785573549569~9658903667786~7871863539659~9741833657872~7946753529742~9830893647947~8034883519831~9916863638035~8124903509917~100181023628125~82068234910019~10107893618207~82756934810108~10196893608276~83638834710197~10265693598364~84246134610266~10362973588425~852410034510363~10450883578525~86118734410451~10526763568612~86756434310527~10610843558676~87517634210611~107121023548752~88297834110713~10789773538830~89279834010790~10882933528928~90108333910883~10966843519011~90928233810967~110741083509093~91566433711075~11163893499157~92368033611164~11237743489237~93168033511238~11320833479317~93957933411321~11403833469396~94727733311404~11487843459473~95467433211488~11574873449547~96177133111575~11642683439618~96937633011643~11729873429694~97657232911730~11798693419766~98437832811799~11874763409844~99227932711875~11956823399923~99947232611957~12025693389995~100636932512026~121078233710064~101387532412108~121766933610139~102107232312177~122669033510211~102867632212267~123427633410287~103678132112343~124116933310368~104447732012412~124827133210445~105197531912483~125597733110520~105917231812560~126307133010592~106677631712631~127108032910668~107508331612711~127938332810751~108338331512794~128647132710834~109047131412865~129427832610905~109878331312943~130066432510988~110678031213007~130615532411068~111518431113062~131367532311152~112186731013137~132107432211219~113008230913211~132726232111301~113989830813273~133255332011399~114697130713326~133795431911470~115467730613380~134426331811547~116247830513443~135116931711625~117037930413512~135837231611704~117918830313584~136446131511792~118677630213645~137086431411868~119558830113709~137706231311956~120489330013771~138326231212049~121237529913833~138996731112124~121876429813900~139535431012188~122657829713954~140136030912266~123528729614014~140624930812353~124247229514063~141104830712425~125118729414111~141625230612512~125817029314163~142145230512582~126607929214215~142675330412661~127155529114268~143205330312716~127877229014321~143745430212788~128678028914375~144174330112868~129417428814418~144604330012942~130187728714461~145115129913019~130947628614512~145604929813095~131606628514561~146256529713161~132387828414626~146674229613239~132986028314668~147154829513299~133616328214716~147655029413362~134357428114766~148074229313436~134915628014808~148453829213492~135485727914846~148934829113549~136116327814894~149273429013612~136766527714928~149825528913677~137355927614983~150244228813736~137976227515025~150684428713798~138565927415069~151053728613857~139105427315106~151524728513911~139706027215153~151873528413971~140225227115188~152284128314023~140826027015229~152542628214083~141436126915255~152893528114144~141995626815290~153273828014200~142525326715328~153674027914253~143105826615368~153952827814311~143544426515396~154313627714355~144166226415432~154552427614417~144836726315456~154863127514484~145436026215487~155233727414544~146025926115524~155512827314603~146545226015552~155802927214655~147226825915581~156123227114723~147735125815613~156382627014774~148245125715639~156804226914825~148724825615681~157234326814873~149154325515724~157634026714916~149745925415764~157983526614975~150295525315799~158363826515030~150744525215837~158673126415075~151234925115868~158983126315124~151795625015899~159303226215180~152153624915931~159643426115216~152705524815965~159892526015271~153275724715990~160233425915328~153795224616024~160553225815380~154284924516056~160913625715429~154734524416092~161263525615474~155346124316127~161552925515535~155723824216156~161762125415573~156315924116177~162083225315632~156663524016209~162312325215667~157064023916232~162471625115707~157504423816248~162783125015751~157974723716279~163072924915798~158384123616308~163322524815839~158905223516333~163623024715891~159455523416363~163973524615946~159914623316398~164242724515992~160324123216425~164512724416033~160744223116452~164732224316075~161073323016474~164992624216108~161534622916500~165202124116154~161883522816521~165513124016189~162425422716552~165762523916243~162813922616577~166022623816282~163254422516603~166343223716326~163694422416635~166602623616370~164094022316661~166832323516410~164403122216684~167082523416441~164763622116709~167292123316477~165143822016730~167542523216515~165544021916755~167792523116555~166045021816780~168072823016605~166403621716808~168171022916641~166834321616818~168372022816684~167284521516838~16845822716729~167613321416846~168672222616762~167933221316868~168902322516794~168303721216891~169051522416831~168653521116906~169221722316866~168882321016923~169411922216889~169193120916942~169601922116920~169452620816961~169771722016946~169793420716978~169941721916980~170163720616995~170061221817017~170574120517007~170211521717058~171004320417022~170371621617101~171383820317038~170531621517139~171753720217054~170641121417176~172113620117065~170791521317212~172443320017080~171002121217245~172732919917101~171181821117274~173123919817119~171301221017313~173473519717131~17139920917348~173823519617140~171521320817383~174102819517153~17157520717411~174332319417158~17166920617434~174582519317167~171811520517459~174832519217182~171941320417484~175153219117195~17201720317516~175442919017202~172191820217545~175692518917220~172291020117570~175922318817230~172421320017593~176122018717243~17251919917613~176322018617252~172621119817633~176471518517263~17271919717648~176611418417272~17279819617662~176781718317280~17288919517679~177042618217289~17294619417705~177191518117295~17302819317720~177361718017303~17311919217737~177572117917312~173211019117758~177792217817322~17325419017780~178032417717326~17330518917804~178232017617331~17334418817824~178452217517335~17340618717846~178581317417341~17345518617859~178681017317346~17350518517869~178841617217351~17356618417885~179011717117357~17361518317902~179181717017362~17369818217919~179281016917370~17375618117929~179401216817376~17383818017941~179602016717384~17389617917961~179701016617390~17395617817971~179861616517396~17397217717987~179981216417398~17401417617999~180182016317402~17402117518019~18027916217403~17404217418028~180401316117405~17406217318041~180581816017407~17407117218059~180731515917408~17412517118074~180881515817413~17418617018089~18096815717419~17420216918097~18105915617421~17425516818106~18113815517426~17428316718114~181271415317429~17433516618128~18135815217434~17436316518136~18140515117437~17439316418141~18144415017440~17441216318145~18150614917442~17443216218151~18152214817444~17444116118153~18154214717445~17449516018155~18163914617450~17455615918164~18169614517456~17459415818170~18176714417460~17461215718177~18182614317462~17462115618183~18184214217463~17463115518185~18189514117464~17465215418190~18194513917466~17466115318195~18202813817467~17467115218203~18206413717468~17468115118207~18212613617469~17472415018213~18219713517473~17473114918220~18222313417474~17474114818223~18231913117475~17475114618232~18237612917476~17476114518238~18241412617477~17477114418242~18246512517478~17478114318247~18250412417479~17479114218251~18253311917480~17481214118254~18255211717482~17482114018256~18258311617483~17483113918259~18261311417484~17486313818262~18262111117487~17487113718263~18264210617488~17488113518265~18266210117489~17489113318267~1826939917490~17490113218270~1827129217491~17491113118272~1827218917492~17492113018273~1827648617493~17493112918277~1828048417494~17494112818281~1828338317495~17495112718284~1828527517496~17496112418286~1828727217497~17498212318288~1829037017499~17499112218291~1829226117500~17500111918293~1829424817501~17502211818295~1829513517503~17503111718296~1829611017504~175041

二、2024青海考生如何用位次法填报志愿

1、查出位置

在高考成绩公布后，高考生会收到一条包含总分数、单科分数、位次的信息，有些省份如果没有直接给出考生的位次，就需要对照当年的“一分一段表”查出自己的位次备用。

2、前后对照

分数转换成相应的位次分，这里有一个工具——一分一段表，即每年省高招办发布的全省高招分数段统计表。

分数转化完毕，我们就可以开始进行院校选择了，院校选择也是根据我们的位次分进行参考的，一般中高分段的录取院校每年的录取线位次波动不会太大，用位次分进行参考，进而选择就十分稳妥了。

查出自己的位置在上一年分数表中的位置，用当年的位次对照上一年的“一分一段表”，查出这个位次对应的上一年的分数；把这个分数上延5分，下延15分，筛选出院校范围。根据自己的兴趣爱好、院校类型、地域等因素，排除不能接受的大学，初步选出目标大学。

本文地址： http://www.soumeng.cc/581957.html

文章来源：搜百科

版权声明：本文内容由互联网用户自发贡献，该文观点仅代表作者本人。本站仅提供信息存储空间服务，不拥有所有权，不承担相关法律责任。如发现本站有涉嫌抄袭侵权/违法违规的内容，请发送邮件至23467321@qq.com举报，一经查实，本站将立刻删除;如已特别标注为本站原创文章的，转载时请以链接形式注明文章出处，谢谢！