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內(nèi)蒙古高考一分一段表查詢排名方法 成績(jī)排名位次什么時(shí)候公布

更新:2023-09-21 14:50:58 高考升學(xué)網(wǎng)

內(nèi)蒙古高考填報(bào)志愿最關(guān)鍵的第一步,就是在內(nèi)蒙古高考一分一段表查詢排名方法考生要在“一分一段表”中查找與自己成績(jī)相對(duì)應(yīng)的分?jǐn)?shù)排名,以及這一位次的成績(jī)共有多少考生,以此來確定個(gè)人成績(jī)?cè)谌〉奈恢。同時(shí)查一下自己的目標(biāo)院校在往年的錄取線是多少,該院校的錄取線在當(dāng)年“一份一段表”中的位置再查一下該院校在當(dāng)年的招生人數(shù),參照今年的招生計(jì)劃人數(shù),綜合判斷自己今年的位置是否能夠被目標(biāo)院校錄取。內(nèi)蒙古高考成績(jī)排名位次一般會(huì)和內(nèi)蒙古高考批次線一起公布,大家可以去聚志愿網(wǎng)查詢排名。

1、內(nèi)蒙古高考一分一段表怎么用

填報(bào)志愿,選擇合理大學(xué)和專業(yè),最基礎(chǔ)的一步就是定位,判斷出你的成績(jī)?cè)谌√幱谑裁次恢,判斷出你所要填?bào)的院校和專業(yè)的錄取分?jǐn)?shù)在全省會(huì)處于什么位置,然后,通過兩者的位置排名的對(duì)比,分析出來你被錄取的概率大小。而在定位的過程中,一分一段表就是一個(gè)必不可少的工具。

一些家長(zhǎng)習(xí)慣單純從分?jǐn)?shù)的角度出來,來進(jìn)行志愿填報(bào),比如,一個(gè)學(xué)校去年的錄取分?jǐn)?shù)線是560分,然后今年一位考生的成績(jī)是580分,這位考生就很高興的填報(bào)了這個(gè)學(xué)校,最后卻發(fā)現(xiàn)今年這個(gè)學(xué)校的錄取分?jǐn)?shù)線是585分,自己未被錄取。其實(shí),單純的分?jǐn)?shù)是沒有意義的,因?yàn)槠叫兄驹冈阡浫〉臅r(shí)候,山西省招辦會(huì)先將全體考生按照成績(jī),由高到低進(jìn)行排列,然后從高分到低分,依次檢索每一位考生所報(bào)的院校志愿,也就是說,根據(jù)考生在全省的排名情況進(jìn)行投檔錄取,并不是根據(jù)考生具體的分?jǐn)?shù)進(jìn)行投檔錄取,這也造成了在預(yù)測(cè)學(xué)校錄取分?jǐn)?shù)線進(jìn)行志愿填報(bào)的過程中,用一分一段表作為依據(jù)的理論可靠性,并且經(jīng)過多年的實(shí)戰(zhàn)經(jīng)驗(yàn),用一分一段表來定位填報(bào)志愿,對(duì)于本科院校的填報(bào)準(zhǔn)確度很高。

一分一段表是山西省考生的位次排名表,這個(gè)表分成了三列,分別是“分?jǐn)?shù)”、“本分人數(shù)”、“累計(jì)人數(shù)”這三列,本分人數(shù)就是山西省考這個(gè)分?jǐn)?shù)的考生個(gè)數(shù),累計(jì)人數(shù)就是這個(gè)分?jǐn)?shù)考生的最后一名所對(duì)應(yīng)的位次,如果大家仔細(xì)觀察一分一段表,就會(huì)發(fā)現(xiàn),無論是文科還是理科,累計(jì)人數(shù)都是從“10”開始的,這是因?yàn)樯轿魇≌修k對(duì)前10名考生的分?jǐn)?shù)出于保密,對(duì)其排名分布情況并沒有對(duì)外進(jìn)行公布。

在使用過程中,需要結(jié)合自己的成績(jī),找出自己的成績(jī)分?jǐn)?shù)在表中對(duì)應(yīng)的位次,找出自己目標(biāo)院校的錄取分?jǐn)?shù)線在表中對(duì)應(yīng)的位次,然后,將兩者的位次進(jìn)行對(duì)比,如果你的位次值小于院校錄取分?jǐn)?shù)線的位次值,說明你達(dá)到了這個(gè)學(xué)校的錄取分?jǐn)?shù)要求,如果你的位次值大于院校錄取分?jǐn)?shù)線的位次值,說明你沒有達(dá)到該院校的錄取分?jǐn)?shù)要求。數(shù)據(jù)至少看近三年,然后對(duì)今年的情況進(jìn)行合理預(yù)測(cè)。

2、內(nèi)蒙古高考一分一段表部分排名數(shù)據(jù)

以下是內(nèi)蒙古高考文理科部分?jǐn)?shù)據(jù)統(tǒng)計(jì),考生可以查詢。

內(nèi)蒙古理科一分一段排名表

分?jǐn)?shù)文理科位次區(qū)間同分人數(shù)建議位次
2019540理科12176-1234817312348
2019539理科12349-1255020212550
2019538理科12551-1273118112731
2019537理科12732-1292519412925
2019536理科12926-1310017513100
2019535理科13101-1327917913279
2019534理科13280-1347119213471
2019533理科13472-1365418313654
2019532理科13655-1385119713851
2019531理科13852-1403618514036
2019530理科14037-1423219614232
2019529理科14233-1444621414446
2019528理科14447-1466622014666
2019527理科14667-1489522914895
2019526理科14896-1509419915094
2019525理科15095-1530320915303
2019524理科15304-1552121815521
2019523理科15522-1572019915720
2019522理科15721-1591019015910
2019521理科15911-1611920916119
2019520理科16120-1632120216321
2019519理科16322-1654122016541
2019518理科16542-1675621516756
2019517理科16757-1698122516981
2019516理科16982-1719321217193
2019515理科17194-1741322017413
2019514理科17414-1761720417617
2019513理科17618-1782220517822
2019512理科17823-1803120918031
2019511理科18032-1823220118232
2019510理科18233-1844521318445
2019509理科18446-1868223718682
2019508理科18683-1889120918891
2019507理科18892-1908319219083
2019506理科19084-1931723419317
2019505理科19318-1954522819545
2019504理科19546-1976421919764
2019503理科19765-1997721319977
2019502理科19978-2018120420181
2019501理科20182-2039421320394
2019500理科20395-2064425020644
2019499理科20645-2086822420868
2019498理科20869-2105618821056
2019497理科21057-2127221621272
2019496理科21273-2149622421496
2019495理科21497-2172522921725
2019494理科21726-2194321821943
2019493理科21944-2215921622159
2019492理科22160-2236820922368
2019491理科22369-2260924122609
2019490理科22610-2284523622845
2019489理科22846-2308223723082
2019488理科23083-2333725523337
2019487理科23338-2357924223579
2019486理科23580-2382925023829
2019485理科23830-2407024124070
2019484理科24071-2427620624276
2019483理科24277-2452024424520
2019482理科24521-2474622624746
2019481理科24747-2497322724973
2019480理科24974-2522425125224
2019479理科25225-2545322925453
2019478理科25454-2568122825681
2019477理科25682-2589421325894
2019476理科25895-2614425026144
2019475理科26145-2637623226376
2019474理科26377-2663626026636
2019473理科26637-2689525926895
2019472理科26896-2711822327118
2019471理科27119-2735623827356
2019470理科27357-2759423827594
2019469理科27595-2782022627820
2019468理科27821-2807025028070
2019467理科28071-2829222228292
2019466理科28293-2855726528557
2019465理科28558-2879423728794
2019464理科28795-2903123729031
2019463理科29032-2929226129292
2019462理科29293-2951822629518
2019461理科29519-2977125329771
2019460理科29772-2999622529996
2019459理科29997-3022322730223
2019458理科30224-3046624330466
2019457理科30467-3071224630712
2019456理科30713-3096124930961
2019455理科30962-3120124031201
2019454理科31202-3146025931460
2019453理科31461-3171825831718
2019452理科31719-3195924131959
2019451理科31960-3223227332232
2019450理科32233-3244721532447
2019449理科32448-3272627932726
2019448理科32727-3295923332959
2019447理科32960-3321225333212
2019446理科33213-3346124933461
2019445理科33462-3370324233703
2019444理科33704-3395224933952
2019443理科33953-3416921734169
2019442理科34170-3438621734386
2019441理科34387-3461422834614
2019440理科34615-3486725334867
2019439理科34868-3510423735104
2019438理科35105-3536325935363
2019437理科35364-3561224935612
2019436理科35613-3586225035862
2019435理科35863-3608121936081
2019434理科36082-3632224136322
2019433理科36323-3656724536567
2019432理科36568-3682726036827
2019431理科36828-3709526837095
2019430理科37096-3734424937344
2019429理科37345-3758323937583
2019428理科37584-3785327037853
2019427理科37854-3810825538108
2019426理科38109-3835825038358
2019425理科38359-3860925138609
2019424理科38610-3885624738856
2019423理科38857-3912026439120
2019422理科39121-3941029039410
2019421理科39411-3967726739677
2019420理科39678-3992725039927
2019419理科39928-4019927240199
2019418理科40200-4045125240451
2019417理科40452-4070525440705
2019416理科40706-4096826340968
2019415理科40969-4123626841236
2019414理科41237-4147724141477
2019413理科41478-4174126441741
2019412理科41742-4200426342004
2019411理科42005-4227326942273
2019410理科42274-4250323042503
2019409理科42504-4274223942742
2019408理科42743-4298824642988
2019407理科42989-4325426643254
2019406理科43255-4352126743521
2019405理科43522-4374922843749
2019404理科43750-4400725844007
2019403理科44008-4426525844265
2019402理科44266-4452726244527
2019401理科44528-4480327644803
2019400理科44804-4503823545038
2019399理科45039-4528724945287
2019398理科45288-4555126445551
2019397理科45552-4581326245813
2019396理科45814-4607926646079
2019395理科46080-4630022146300
2019394理科46301-4656326346563
2019393理科46564-4680924646809
2019392理科46810-4702121247021
2019391理科47022-4725523447255
2019390理科47256-4749624147496
2019389理科47497-4773724147737
2019388理科47738-4799726047997
2019387理科47998-4826426748264
2019386理科48265-4850424048504
2019385理科48505-4876826448768
2019384理科48769-4901324549013
2019383理科49014-4923522249235
2019382理科49236-4950026549500
2019381理科49501-4976426449764
2019380理科49765-5001725350017
2019379理科50018-5024422750244
2019378理科50245-5049525150495
2019377理科50496-5072623150726
2019376理科50727-5098425850984
2019375理科50985-5126027651260
2019374理科51261-5149123151491
2019373理科51492-5171722651717
2019372理科51718-5198226551982
2019371理科51983-5222624452226
2019370理科52227-5246223652462
2019369理科52463-5271925752719
2019368理科52720-5294522652945
2019367理科52946-5316922453169
2019366理科53170-5341224353412
2019365理科53413-5364122953641
2019364理科53642-5387823753878
2019363理科53879-5412224454122
2019362理科54123-5432820654328
2019361理科54329-5457825054578
2019360理科54579-5480622854806
2019359理科54807-5502521955025
2019358理科55026-5525122655251
2019357理科55252-5546321255463
2019356理科55464-5568422155684
2019355理科55685-5588620255886
2019354理科55887-5610021456100
2019353理科56101-5633323356333
2019352理科56334-5655722456557
2019351理科56558-5678022356780
2019350理科56781-5701423457014
2019349理科57015-5723622257236
2019348理科57237-5744921357449
2019347理科57450-5768123257681
2019346理科57682-5788720657887
2019345理科57888-5810421758104
2019344理科58105-5828718358287
2019343理科58288-5849320658493
2019342理科58494-5869620358696
2019341理科58697-5890520958905
2019340理科58906-5911521059115
2019339理科59116-5930018559300
2019338理科59301-5951521559515
2019337理科59516-5969918459699
2019336理科59700-5989419559894
2019335理科59895-6009520160095
2019334理科60096-6032322860323
2019333理科60324-6051018760510
2019332理科60511-6068917960689
2019331理科60690-6088319460883
2019330理科60884-6106818561068
2019329理科61069-6124617861246
2019328理科61247-6142918361429
2019327理科61430-6162219361622
2019326理科61623-6181519361815
2019325理科61816-6201620162016
2019324理科62017-6218416862184
2019323理科62185-6237118762371
2019322理科62372-6256419362564
2019321理科62565-6273717362737
2019320理科62738-6293119462931
2019319理科62932-6312819763128
2019318理科63129-6331018263310
2019317理科63311-6348417463484
2019316理科63485-6367118763671
2019315理科63672-6384417363844
2019314理科63845-6400816464008
2019313理科64009-6417716964177
2019312理科64178-6435317664353
2019311理科64354-6452016764520
2019310理科64521-6470018064700
2019309理科64701-6488018064880
2019308理科64881-6505217265052
2019307理科65053-6520415265204
2019306理科65205-6536315965363
2019305理科65364-6549212965492
2019304理科65493-6565416265654
2019303理科65655-6580615265806
2019302理科65807-6597116565971
2019301理科65972-6611314266113
2019300理科66114-6627716466277
2019299理科66278-6641914266419
2019298理科66420-6658316466583
2019297理科66584-6674416166744
2019296理科66745-6689415066894
2019295理科66895-6704415067044
2019294理科67045-6720215867202
2019293理科67203-6733613467336
2019292理科67337-6748114567481
2019291理科67482-6761713667617
2019290理科67618-6775413767754
2019289理科67755-6790314967903
2019288理科67904-6803713468037
2019287理科68038-6817413768174
2019286理科68175-6831414068314
2019285理科68315-6843812468438
2019284理科68439-6857113368571
2019283理科68572-6871614568716
2019282理科68717-6885714168857
2019281理科68858-6898713068987
2019280理科68988-6910812169108
2019279理科69109-6922711969227
2019278理科69228-6935713069357
2019277理科69358-694569969456
2019276理科69457-6955810269558
2019275理科69559-6967912169679
2019274理科69680-697779869777
2019273理科69778-6988711069887
2019272理科69888-7002213570022
2019271理科70023-7015112970151
2019270理科70152-702429170242
2019269理科70243-7036912770369
2019268理科70370-7049412570494
2019267理科70495-7059410070594
2019266理科70595-7070210870702
2019265理科70703-7081811670818
2019264理科70819-709028470902
2019263理科70903-7100310171003
2019262理科71004-710898671089
2019261理科71090-7121412571214
2019260理科71215-7132411071324
2019259理科71325-714128871412
2019258理科71413-7152311171523
2019257理科71524-716179471617
2019256理科71618-7173611971736
2019255理科71737-718289271828
2019254理科71829-719209271920
2019253理科71921-720088872008
2019252理科72009-720989072098
2019251理科72099-721838572183
2019250理科72184-722688572268
2019249理科72269-723457772345
2019248理科72346-724328772432
2019247理科72433-725047272504
2019246理科72505-726019772601
2019245理科72602-726747372674
2019244理科72675-727618772761
2019243理科72762-728377672837
2019242理科72838-729147772914
2019241理科72915-730049073004
2019240理科73005-730777373077
2019239理科73078-731648773164
2019238理科73165-732326873232
2019237理科73233-733107873310
2019236理科73311-733726273372
2019235理科73373-734457373445
2019234理科73446-735126773512
2019233理科73513-735776573577
2019232理科73578-736618473661
2019231理科73662-737357473735
2019230理科73736-737895473789
2019229理科73790-738405173840
2019228理科73841-739076773907
2019227理科73908-739686173968
2019226理科73969-740336574033
2019225理科74034-740885574088
2019224理科74089-741425474142
2019223理科74143-741975574197
2019222理科74198-742767974276
2019221理科74277-743295374329
2019220理科74330-743875874387
2019219理科74388-744385174438
2019218理科74439-745016374501
2019217理科74502-745474674547
2019216理科74548-745894274589
2019215理科74590-746506174650
2019214理科74651-746914174691
2019213理科74692-747465574746

3、內(nèi)蒙古高考?xì)v年高考批次線統(tǒng)計(jì)

年份考生所在地考生類別批次最低控制分?jǐn)?shù)線
2019內(nèi)蒙古理科本科一批477
2019內(nèi)蒙古理科本科二批352
2019內(nèi)蒙古理科高職?160
2019內(nèi)蒙古文科本科一批522
2019內(nèi)蒙古文科本科二批436
2019內(nèi)蒙古文科高職專科160
2018內(nèi)蒙古理科本科一批478
2018內(nèi)蒙古理科蒙授一本368
2018內(nèi)蒙古理科本科二批336
2018內(nèi)蒙古理科蒙授二本298
2018內(nèi)蒙古理科高職?160
2018內(nèi)蒙古理科蒙授高職?120
2018內(nèi)蒙古文科本科一批501
2018內(nèi)蒙古文科本科二批399
2018內(nèi)蒙古文科蒙授一本390
2018內(nèi)蒙古文科蒙授二本307
2018內(nèi)蒙古文科高職?160
2018內(nèi)蒙古文科蒙授高職專科120
2017內(nèi)蒙古理科本科一批466
2017內(nèi)蒙古理科蒙授本科一批345

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