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Some teens dream of a new car or over﹣the﹣top party for their sweet 16,but one grandfather spent ye...
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高一上学期英语《》真题及答案
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若实数xy满足不等式组则的取值范围是
CraziestFoodFestivalssoundslikeajoketopicbutonceyoustartlookingintoityou'llrealizethey'reeverywhere﹣﹣﹣thecrazierthebetter. 1.BibimbapFestival IntheSouthKoreantownofJeonjulovestheirmixedricedishisaheartyserveofricetoppedwithrawbeefarainbowofvegetablesaraweggandgochujangsauce韩国的辣椒酱somuch.TheytakefourdaysoutofOctobertocelebrateit. Likeanyfestivalthere'smusicentertainmentandmagicbutmakingitthatlittlebitdifferentisthebibimbapthat'swhipped搅拌upinabigbowlbydozensofchefsandservedtoover400people. 2.WaikikiSpamJam怀基基午餐肉节 Whoknewthiscannedmeathadsomuchlove?WellitturnsoutthatacanofSpamisthego﹣toiteminHawaiialongwithagrassskirtandgarland花环.ThepeopleofHawaiiloveSpamsomuchthattheyevenspendadayinMayservingoutthebestSpamatypeofcheapcannedmeatmademainlyfrompork. 3.BessieresEasterEggFestival AtEastertimeforthoseintheFrenchtownofBessieresit'sallaboutaneggfarlesssweet. Heretheycelebratetheholidaybygettingdozensofchefstomakeonelargeomelette煎蛋卷﹣15000eggsstrong﹣forthetownsfolk市民. 4.PotatoDaysFestival ThisfestivalactuallytakesplaceinBarnesvilleMinnesota明尼苏达州theUS.OverthelastFridayandSaturdayinAugustthetowncelebratesitspotato﹣growingskillsbyhostingpotatopickingandpeelingcontestsaswellasaMissTaterTotpageant盛典forfive﹣andsix﹣year﹣oldgirls. 1Bibimbapis. A.akindofeggcakefarlesssweet B.acanofmeatmademainlyfrompork C.afriedpotatoballcoveredwithsauce D.aricedishmixedupwithvegetablesetc 2WaikikiSpamJamtakesplace. A.from22to25October B.inMayinHawaii C.inBarnesvilleMinnesota D.inaFrenchtown 3IfJimwantstolearnAsianfoodculturehe'dbettergoto. A.BibimbapFestival B.WaikikiSpamJam C.BessieresEasterEggFestival D.PotatoDaysFestival
数列{an}满足an+2＝an+1﹣an且a1+a2+a3＝3设Sn为{an}的前n项和则S2019＝．
不等式﹣3x2+7x﹣2≥0的解集为A则A中的整数元素是．
假定你是李华你的美国朋友Mike对学习汉语很感兴趣给你写了一封邮件向你请教如何学好汉语.请根据以下提示写一篇100词左右的回信. 1.可以去唐人街Chinatown与那里的中国人练习汉语口语spokenChinese 2.和中国人交朋友 3.听中文广播radioprograms看中文电影等. DearMike Yours LiHua
在△ABC中已知AC＝1BC＝B＝30°则A＝
已知数列{an}的通项公式为an＝5﹣knk≠0a1a3a4依次为等比数列{bn}的前3项则的最大值为
已知向量若与共线则实数x的值是
Mostyoungboysdon'tlikegrowingflowersandwateringthem.Butfor16﹣year﹣oldAngusworkinginthegardenisn'tjust1hobby﹣ithaschangedhislife. Angushasaspecialillness2IQislowerthananormalboy.Sixmonthsagohestartedlearninghowtogrowflowers.Nowhespendshoursinthegardengrowingflowerswateringand3lookafterthem.4heworkedinthegardenitwasdifficultforAngustoconcentrateinclassandsometimeshedidn'twanttogotoschoolsaidhismotherKim.Nowhecan'twait5gotoschoolandheishappyeveryday.WecanseeAngusisabletoworkinagardencenterinthefuture. Researchshowsthatworkinginthegardenimprovesmentalandphysicshealth.InthepastsoldiersinEgypt6treattheirmentalproblemsafterwarbyworkinginthegarden.Evennowsomedoctorsadvisepeopletoworkinthegardentotreattheirmentalhealthproblems.Anddoctorsalsoadviseyoungpeople7Angustoworkinthegarden. Thelivesofhundredsof8childinBritainwithspecialneedslikeAngus9changebythisspecialkindofeducationintherecentyears.Whenworkinginthegardentheyhaveachancetolearnalotofimportantskillssuchashowtoworkwithotherpeopleandhowtotakecareofplants.Besidestheybecome10confidenceafterworkinginthegarden.
当x∈[﹣21]时不等式ax3﹣x2+4x+3≥0恒成立则实数a的取值范围是．
已知复数z满足1+3iz＝10则z＝
已知△ABC的内角ABC的对边分别为abc且满足c﹣a＝bcosA． Ⅰ求角B Ⅱ若b＝a＝2c求△ABC的面积．
已知数列{an}满足a1＝且an﹣an﹣1n2+an+an﹣1n＝1n≥2且n∈N*． Ⅰ求证数列{nn+1an}是等差数列 Ⅱ设bn＝求数列{bn}的前n项和Tn．
IalongwithmythreefriendsaregoingtovisittheGreatWall.
在△ABC中角ABC的对边分别为abc且满足a﹣bsinB＝a﹣csinA+sinC． I求角C的大小 II若c＝2求△ABC周长的取值范围．
若实数xy满足不等式组则z＝2x﹣y的最小值为
已知双曲线C﹣＝1的左右焦点分别为F1F2AB是双曲线C上的两点且＝3cos∠AF2B＝则该双曲线的离心率为
执行如图的程序框图则输出的S值为
已知函数y＝fx是定义在R上的奇函数则[fx﹣2+]dx＝
抛物线y2＝4x的焦点为F过点F的直线交抛物线于AB两点．1O为坐标原点求证•＝﹣32设点M在线段AB上运动原点O关于点M的对称点为C求四边形OACB面积的最小值
已知直三棱柱ABC﹣A1B1C1中∠ABC＝120°AB＝2BC＝CC1＝1则异面直线AB1与BC1所成角的余弦值为
设Sn为等差数列{an}的前n项和a2+a3＝8S9＝81． 1求{an}的通项公式 2若S3a14Sm成等比数列求S2m．
设n为正整数在n与n+1之间插入n个x构成数列1x2xx3xxx4…若该数列的前2018项的和为7881则x＝
快餐在中国非常流行尤其受到青少年的青睐某英文报委托你写一篇有关快餐食品的英语短文.并包括如下要点 1.快餐受欢迎的原因 1方便省时2价格合理服务好. 2.快餐食品的不足营养不均衡. 3.你对快餐的态度和观点. 注意1.词数100左右 2.从营养角度来讲intermsofnutrition
Oncetherewasanoldmanwhowascompletelybroke破产的livinginatinyhouse.Hehadtoliveona﹩105﹣a﹣monthsocialsecurity保障check. At65yearsofagehedecidedthingshadtochange.Sohethoughtaboutwhathehadtooffer.Hisfriendsthoughthighlyofhischickenrecipe烹饪法.Hedecidedthatthiswashisbestshotatmakingachange. HeleftKentuckyandtraveledtodifferentstatestotrytosellhisrecipe.Hetoldrestaurantownersthathehadamouth﹣wateringchickenrecipe.Heofferedtherecipetothemforfreejustaskingforasmallpercentage比例ontheitemssold.Soundslikeagooddealright? Unfortunatelynottomostoftherestaurants.HeheardNOoverl000timesbuthedidn'tgiveup.Hebelievedhischickenrecipewassomethingspecial.Hegotrejected拒绝1009timesbeforeheheardhisfirstyes. WiththatonesuccesstheoldmanchangedthewayAmericanseatchicken.KentuckyFriedChickenpopularlyknownasKFCwasborn.TheoldmanwasColonelHarlandSanderswhowasanAmericanbusinessmanbestknownforfoundingfastfoodchickenrestaurantchainKentuckyFriedChicken.Hisnameandimage肖像arestillsymbolsofKFCnow. 1Whentheoldmanwasbrokewecaninferthat. A.hehadalotoffastfoodchickenrestaurants B.hegaveaway105dollarstootherseverymonth C.hehadnomoneyandlivedapoorlife D.hisimagebecameasymbolofKFC 2Inordertochangehislifetheoldmandecided. A.togetasocialsecuritycheck B.tosellfriedchickeninthestreet C.totellhisfriendsthesecretofhisrecipe D.tointroducehisrecipetorestaurants 3Theoldmansucceededafterhetriedtimes. A.1000 B.1001 C.1009 D.1010 4Whatcanwelearnfromthepassage? A.Actionsspeaklouderthanwords. B.Alwaysbelieveinyourself. C.Farfromeyefarfromheart. D.It'snevertoooldtolearn.
Finlandisasmallcountryofjust5.3millionpeoplebutoverthreemillionsaunas桑拿浴.1Finnshaveasaunaatleastonceaweek.SaunascanbefoundalloverFinlandinofficesfactoriessportscentresandhoteland2/3ofthepeoplehaveoneintheirhouse. Someofthebasicrulesforusingthesaunaincludenoteatingordrinking.Alsoyoucan'twearanyclothesorswimsuitsinthesauna.2Menandwomenvisitthesaunaseparatelyunlessthey'remembersofthesamefamily. SaunashaveexistedforhundredsofyearsinFinland.InthepastFinnsdugholesinthegroundandputheatedstonesinthem.Whenwaterwasthrownonthehotstonestheygaveoffavapour. 3Traditionaltypeisthesmokesauna.Wefindsmokesaunasmostlyinruralareas.They'reheatedwithburningwood.Oncetheroomishotenoughthefireisallowedtodieandtheroomisventilated使通风bylettingthesmokeoutthroughaholeintheceiling.4Withtheseyousimplyturnonanelectricstoveanhourbeforeyouwanttogoin.Thisisseenasthesafestandeasiestwaytoheattheroom. 5Manythinkthatthey'reimportantforyourwellbeing幸福.Finnsbelievethatthesaunacantreatanumberofdiseases.Havingasaunaisalsoseenasagoodwaytorelievestressandtension. A.Nowthereareseveraltypesofsauna. B.Thatistosayyouhavetogonaked. C.WhyaresaunassopopularinFinland? D.SaunasplayanimportantroleinFinnishlife. E.SincethensaunashavebeenintroducedtoAsia. F.Howeverthemostcommontypeistheelectricsauna. G.IfyouevervisitFinlanddon'tforgettohaveanicerelaxingsauna.
OnseemehejumpedwithJoy.
若abc∈Ra＞b且a＞c则下列不等式一定成立的是
已知随机变量ξ服从正态分布N462Pξ≤5＝0.89则Pξ≤3＝
在平面直角坐标系xOy中已知曲线C1的参数方程为t为参数曲线C2的直角坐标方程为x2+y﹣22＝4．以直角坐标原点O为极点x轴的正半轴为极轴建立极坐标系射线l的极坐标方程为θ＝α0＜α＜π 1求曲线C1C2的极坐标方程 2设点AB为射线l与曲线C1C2除原点之外的交点求|AB|的最大值．
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