首页 衡水金卷先享题答案
  • 衡水金卷先享题 2023届调研卷 语文(全国乙卷B)(一)1试题

    答案C 解题分析“都是斜川当日景”蕴含着苏轼对陶渊明的追慕之 情、对斜川之游的向往之情和对雪堂周围景色的喜爱之情,没有体 现苏轼“对光明仕途的渴盼之情”。

  • 2024届衡水金卷先享题分科综合卷全国II卷语文(三)3试题

    状元”,是他“祖坟上冒了青烟”。村里还打算出些钱让他去送送孩 子。“我不去,风光一阵子是安逸,那得花费多少盘缠,都是乡亲们 的血汗钱呀!” 我问老人:“孩子都这么大了,上了这么好的大学,您为何还要 出来‘送站’打工?都这把年纪了,该享享福了。您老要善待 自己。” “哪样自己?” “善待自己,就是自己对自己好一些。” 这个话题一开,引起老人连珠炮似的感慨:“同志,你想想,要 培养这么一个‘人物’,就算国家给娃儿补助一些,能少得了花钱? 听娃儿说,你们那个城市大,东西贵,花销也多。娃儿要买些书,多 少有点应酬,放假想去外地见见世面。娃儿想去打点临时工。我 想让他专心读书,送站挣钱补贴他一些。我现在还有一把力气,别

  • 衡水金卷先享题2024答案数学分科综合卷 新教材乙卷A

    周周自测先锋卷(15)测试范围:第十五章章末测试一、1.C2.A3.B4.C5.C6.D7.C8.C提示:1.当x-3≠0,即x≠3时,分式22有意义.x-32.依题意,分别用10x和10y去代换原分式中的x和y,利用分式的基本性质化简即可.因为10x10x210x)+310y)10(2x+3y)2x+3y所以新分式与原分式的值相等.3.12y=g,不是最简分式,选项A不合27x9x3题意;

  • 衡水金卷先享题2024答案数学分科综合卷 新教材乙卷A

    时,f'(x)<0,f(x)单调递减,当x∈:17.解:(1)设a=(x,y),(停+f)>0fe)单词递因为|a|=5,则√2+y=√5,①=0,解得a=号又因为b=(1,-3),且(2a+b)⊥b,(2)由(1)得增,∴f(x)有两个极值点,故选项A正2a+b=2(x,y)+(1,-3)=(2x+gx)=(合+)e,兔停)-百+1-91,2y-3),9所以(2x+1,2y-3)·(1,-3)=2x+>0,f(x)的极小值大于0,f(x)1+(2y-3)×(-3)=0,故g)=(2+2z)c仅有一个零点.故选项B错误.由于函即x-3y+5=0,②曲0e名得5:262(分2+xe=(分+号+数f(x)的图象是由奇函数y=x3一x的图象向上平移1个单位长度得到的,所以a=(1,2)或a=(-2,1).2x)e=2x(x+1D(x+4e,故f(x)的图象关于点(0,1)对称,即点(0,1)是曲线y=f(x)的对称中心,(2)设向量a与b的夹角为0,令g'(x)=0,解得x=0,x=-1或故选项C正确.曲线y=f(x)的切线则cos0=a·bx=-4,斜率为2,即f'(x)=2,得x=士1,故lallb=当x<-4时,g'(x)<0,故g(x)在曲线y=f(x)的斜率为2的切线方程(一∞,一4)上为减函数,1-62为y=2x-1或y=2x十3,故选项D或当-40,故√1+22√1+(-3)2错误.故选AC.g(x)在(-4,-1)上为增函数,a·b13.c0s0=a11b7=当-10时,g'(x)>0,故g(x)在16-,设义=t(t>0),则f(t)=t+√(-2)2+1下√1+(-3)2(0,+∞)上为增函数.2+因为0≤0≤π,所以向量a与b的夹角综上所述,g(x)在(-∞,-4)和日=3π(-1,0)上单调递减,在(-4,一1)和1616(0,+∞)上单调递增.-22+t=t+2+2+t18.解:(1)f(x)=2sin2x一4cos2x十1=21.解:(1)证明:由函数f(x)为奇函数,161-cos2x-2(1+cos2x)+1=2+2)·2+一2=8一2=6.当有f0)=1-a,1=0,解得a=3,-3c0s2x,2所以函数f(x)的最小正周期为T=2且仅当t=2时取等号.所以当a=3时,f(x)=1一3+1'的最小值为6.f(-x)=1-2=1-2×3=1(2)因为x1-90,3所以2x+13+13解析:a=(3,1),b=(1,0),∴.ce2×8+)=2=-1++123+1a+kb=(3+k,1),a⊥c,.a·c=于是cos2x∈一f(x),符合函数f(x)为奇函数,可10知a=3符合题意,3(3+k)+1×1=0,解得k=3所以f(x)∈]设x2>x1,则f(x2)-f(x1)=(115号-1A-B=3所以fx)在区向[0,]上的最小值32+131+1解析:根据题意,得〈解1是一3,最大值是222(32-31)A+B=-19.解:(1)tana=3,3?+1(31+1)(32+1),B=-1得A=2则sin(a-元)+cos(x-a)由x2>x1,有3?>31,有f(x2)>16.v2esn(-e+os(受+】f(x1),故函数f(x)在R上单调递增,sin a+(-cos a)(2)由f(mx2-1)+f(2-m.x)>解析:令f(x)=ae一2sinx=0,x∈cos a+(-sin a)0台f(m.x2-1)>-f(2-mx)[0,],则a=2sin,x∈[0,].设sin a+cos a tan a+l台f(m.x2-1)>f(mx-2)esin a-cos atan a-1台m.x2-1>mx-2台m.x2-m.x+1>0.g(x)=2sin工,x∈[0,x],则e-2当m=0时,不等式为1>0恒成立,符2co(+)合题意;g'(x)=当0≤当m>0时,有△=m2-4m<0,解得e00,当40,即3a×9+2×(专)=1g故有t1t2=k>0,即故实数a的最大值为2e.4=(1-k)2-4k>0,205参考答案

  • 衡水金卷先享题2024答案数学分科综合卷 新教材乙卷A

    第5章平面向量、复数、解三角形学生用人书4.(2020·新高考全国I卷)已知P是边长为6.(多选)(2021·新高考全国I卷)已知O为2的正六边形ABCDEF内的一点,则AP·坐标原点,点P(cosa,sina),P?(cosB,AB的取值范围是-sin B),P3 cos (a +B),sin(a+B)),A.(-2,6)B.(-6,2)A(1,0),则()C.(-2,4)D.(-4,6)A.OP=OP25.(2020·全国Ⅲ卷)已知向量a,b满足|a=B.API=AP25,|b|=6,a·b=-6,则cos(a,a十b〉=C.OA·OP3=OP1·OP2(D.OA·OP1=OP·OPn温馨提示:请完成考点集训(二十八)p406第29讲复数【课标要求】1.理解复数的有关概念,掌握复数相等的充要条件,并会应用.2.了解复数的代数形式的表示方法,能进行复数的代数形式的四则运算.3.了解复数代数形式的几何意义及复数的加、减法的几何意义,会简单应用.必备识●。。。·基础知识夯实教材知识整合—【基础检测】教材改编概急辨析2.[必修2p69例1]已知复数z满足(2一i)乏=11.判断下列结论是否正确(请在括号中打“√”一2i,其中i为虚数单位,则z在复平面内对或“X”)应的点在()(1)方程x2十x+1=0没有解.(A第一象限B.第二象限(2)复数z=a十bi(a,b∈R)中,虚部为bi.C.第三象限D.第四象限3.[必修2例1]若复数之=m+m一6+(mm(3)复数中有相等复数的概念,因此复数可一2m)i为纯虚数,则实数m的值为()以比较大小A.m=2(4)原点是实轴与虚轴的交点.()B.m=-3(5)复数的模实质上就是复平面内复数对应C.m=2或m=-3的点到原点的距离,也就是复数对应的D.m=1或m=-3向量的模。(133

  • 衡水金卷先享题2024答案数学分科综合卷 新教材乙卷A

    参考答案(2)第n个等式为n2+(n+1)2=[n(n+1)+=(m-n)2-2(m-n)+11]2-[n(n+1)]2;=m2-2mn+n2-2m+2n+1.化简等式左边:n2+(n+1)2=2n2+2n+1,(关键点:增减括号时需注意若括号前为正化简等式右边:[n(n+1)+1]2-[n(n+1)]2号,括号内不变号;若括号前为负号,括号内=(n2+n+1)2-(n2+n)2需变号)=(n2+n+1+n2+n)[n2+n+1-5.解:原式=(3x-y)2-[(x+5)-y][(x+5)+y](n2+n)]+(x+5)2=2n2+2n+1,=(3x-y)2-(x+5)2+y2+(x+5)2等式左边=等式右边,=(3x-y)2+y2.n2+(n+1)2=[n(n+1)+1]2-[n(n+=9x2-6xy+y2+y21)]2.=9x2-6xy+2y2,12.解:(1)小正方形的边长为(a-b),∴.小当x=-1,y=3时,原式=9×(-1)2-6×(-1)正方形的面积为(a-b)2,×3+2×32=9+18+18=45,:大正方形的面积为(a+b)2,小长方形的6.解:Q>P.面积为ab,证明:Q=(m2-m+1)(m2+m+1)(关键点:数形结合得到完全平方公式及其=[(m2+1)-m][(m2+1)+m]步课时变形公式之间的关系)=(m2+1)2-m2=m4+m2+1,.(a-b)2,(a+b)2,4ab之间的等量关系为P=(m+1)2(m-1)2=(m2-1)2=m4-2m2+1,(a-b)2=(a+b)2-4ab;,m4+m2+1-(m4-2m2+1)=3m2(m≠0),(2)设大正方形的边长为m,小正方形的边.Q-P>0,.Q>P.长n,则m+n=10,m2+n2=36,微专题8整式化简及求值第十四由(m+n)2=m2+n2+2mn,得102=36+2mn,计算题专练解得mn=32,1.解:原式=-m4+9-m2-18m21=-m4-19m2+9.Scr=7mn=16.2.解:原式=x2+2x+1-(x2+4x-5)第2课时添括号法则=x2+2x+1-x2-4x+51.D2.D=-2x+6.3.(1)b-2;(2)a-b;(3)x-1,x-1.3.解:原式=(a2+4ab+4b2-a2+2ab)÷2b4.:(1)原式=[a+(b+c)][a-(b+c)]=(6ab+462)÷2b=3a+2b.=a2-(b+c)24.解:原式=6x2-3x-(x2-9)=a2-(b2+2bc+c2)=6x2-3x-x2+9=a2-b2-c2-2bc;=5x2-3x+9,(2)原式=[x-(2y-1)][x+(2y-1)]当x=-2时,=x2-(2y-1)2原式=5×(-2)2-3×(-2)+9=20+6+9=35.=x2-(4y2-4y+1)5.解:原式=m2-n2+m2-2n2=2m2-3n2,=x2-4y2+4y-1;m=-1,n=3.(3)原式=[(m-n)-1]2∴.原式=2×(-1)2-3×32=2-27=-25.万唯八年级QQ交流群:70330528353

  • 衡水金卷先享题2024答案数学分科综合卷 新教材乙卷A

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  • 衡水金卷先享题2024答案数学分科综合卷 新教材乙卷A

    衡中金榜·高一假期必刷题数学9号日十m+1m号故答案为写-0+oi+0d)=a+b+e).10.解:(1)C3+BA=CA.(2)因为Gi=Oi-0G,oi=o币-号×20i+0心)-}b+c),所以G丽=号b+e)}a+b+c)-a号ai,MN=-Oi,所以M=G.(2)因为M是BB,的中点,所以B=2BB,所以MNGH四点共面.12.解:证明:取CD的中点E,连接AE,BE,又AA=BB,所以AC+C店+2AA-A店+因为M,N分别为四面体A一BCD的面BCD与BM=AM.面ACD的重心,所以M在BE上,N在AE上,设AB=a,AC=b,AD=c,因为M为△BCD的重心,所以Ad-A店+B成-A店+号×(BC+BD=A成+(BC+BD)(3)AA:-ZB,B-AC-CB-(AA:+-=A店+背(AC-A店+A市-ABB:)-(AC+CB)=AA:-AB=BA.一号(+花+市A因为GM:GA=1:3,所以AG-A,所以BG-B赋+AG=BA+Ad-a+a+b+e)=-0+b+c1.解:1M=-Oi=-2a,因为N为△ACD的重心,因为0G=Oi+AG,所以BN=BA+AN=而AG-号A,A=0币-0,BA+(AC+AD)又D为BC的中点,所以O元-2O店+O心,所以0G-0i+号A币=oi+号0i-0i)=d。∴BNBGo+号×2o+0d)-o又BN∩BG=B,∴B,G,N三点共线.92

  • 衡水金卷先享题2024答案数学分科综合卷 新教材乙卷A

    义域为[1,2].下面求函数y的值域,不妨先求函数y2的值域,令f(x)=y2=1-2√(x-1)(2-x),令g(x)=(x-1)(2-x),x∈[1,2],所以g(x)∈0,,从而得出fx)[0,1],所以y∈[-1,1],即函数的值域为[一1,1].只要满足定义域为[1,2],且值域为[-1,1]的函数均符合题意,例如y=sin2rx,x∈[1,2]或y=2x-3,x∈[1,2]或y=3x-1-2,x∈[1,2].20.(-∞,4-2√3]U[4+2√3,+∞),解析:令t=g(x)=x2十ax-1十2a,要使函数y=√t的值域为[0,+∞),则[0,+∞)二{y|y=g(x)},即二次函数的判别式△≥0,即a2-4(2a-1)≥0,即a2-8a+4≥0,解得a≥4十2√3或a≤4一2√3,所以实数a的取值范围是(-∞,4-2W3]U[4+2√3,+∞).2解:fx)十3=2十+之=1+2+1W12x+1:2>0,1+2*>1,.0<2r+1<1,3则0221生即Ko2当1

  • 2024届衡水金卷先享题 分科综合卷 全国乙卷 英语(一)1试题

    第二节听下面一段对话,回答第6至第7两个小题。岁美浮报社6-7 CAEARNING ENGLISH6.What can Tony do?听A.Play basketball.B.Play soccer.七年级★河南第29期(第5-6版)C.Play ping-pong.理小报能力提升7.When will they play the sport?(第七章第二节)A.This Sunday.B.This Saturday®C.This Thursday.第一节1-3 ACB听力材料:1.When did Andy learn to ride a bike?听A.At the age of 5.B.At the age of 6.W:Let's go to play basketball,Tony.C.At the age of 7.力M:Sorry,Anna.I can't play it,but I can play理2.What's wrong with Ben?ping-pong well.A.His arms hurt.B.His ears hurt.C.His eyes hurt.解W:Playing ping-pong is interesting,too.Are you3.Where was the boy last Sunday afternoon?free this Sunday?A.At school.B.In a restaurantM:Yes.We can play ping-pong on that day.C.In a park.听力材料:听下面一段对话,回答第8至第9两个小题。1.W:Andy,when did you learn to ride a bike?8-9BA听M:When I was five years old.2.W:Ben,you don't look well.What's wrong?8.Which subject does David like best?力A.Biology.B.English.驛M:My eyes hurt.I think I should see a doctor.C.Chinese.3.W:Where were you last Sunday afternoon?You9.How does David learn the subject?didn't go to the basketball lesson解A.By reading stories.M:Oh,it was my cousin's birthday.He had a partyB.By having more classes.in a restaurant.I went there.C.By asking teachers for help.听力材料:第一节4-5BC听W:Wow,David.Your English is so good.4.When will Jane go to the swimming pool?M:Thank you,Alice.English is my favorite subject,A.In the morning.B.In the afternoon.听理so I learn it hard.C.In the evening.W:How do you usually learn it?5.Who may know how to use the computer?理A.Sara.B.Paul.M:I read English stories before going to sleep.C.George.原听力材料:听下面一段对话,回答第10至第12两个小题。4.M:Jane,can you swim?W:Yes,I can.And I can do it well.10-12BCAM:Really?That's great.Can you be my swimming10.How does Helen go to school?teacher?A.By bike.力W:No problem.We can go to the pool in the听B.By car.C.On foot.afternoon.11.What does Helen want to learn?解5.M:Sara,can you tell me how to use that newcomputer?理A.How to speak English well.B.How to play the guitar.W:Sorry,Paul.I can't use that.You may askC.How to play basketball.George for help.12.Who is Kevin?M:Oh,right.He knows kinds of computers well.A.Helen's classmate.B.Helen's teaW:Yes.Let's go to find him.C.Helen's father.

  • 衡水金卷先享题2024答案数学分科综合卷 新教材乙卷A

    20.(12分)如图,已知两质点A,B同时从点P出发,绕单位圆逆时针做匀速圆周运动,质点A,B运动的角速度分别为3rad/s和5rad/s,设两质点运动xs时这两质点间的距离为f(x).(I)求f(x)的解析式:(2)求这两质点从点P出发后第n次相遇的时间xn(单位:s).021.(12分)已知函数fx)=log2+6g(x)=m·4-2r2+3.ax(1)若y=lg[g(x)]的值域为R,求满足条件的整数m的值;(2)已知非常数函数f(x)是定义域为(一2,2)的奇函数,若Hx∈[1,2),3x2∈[-1,1],了x)一gx)>-2,求实数m的取值范围。22.(12分)已知函数f(x)=a(e-l)一xlnx.(1)当a=1时,求f(x)的图象在点(1,f(1)处的切线方程;(2)当a≥1时,证明:f(x)+cosx>0.

  • 2024届衡水金卷先享题分科综合卷全国II卷语文(三)3试题

  • 衡水金卷先享题2024答案数学分科综合卷 新教材乙卷A

    学习方法报人教七年级B国内统一连续出版物号:CN14-0706/(F)数学周刊参考答案第4期2023年10月10日第11期参考答案(2)该旋转门旋转一周形成的立体图形是圆柱,体积为:π×2'×3=12m(m).4.1第1课时立体图形与平面图形第四章几何图形初步(4.1)同步诊断课堂探究:例1B例2A一、选择题(每小题4分,共32分)即学即练:1.D2.B3.①②④4.1601.A2.A3.C4.D5.A6.D7.A8.C5.解:(1)由一个正方体、一个圆柱、一个圆锥组成;二、填空题(每小题4分,共24分)(2)由一个圆柱、一个长方体、一个三棱柱组成;9.三棱柱四棱锥10.411.3(3)由一个五棱柱、一个球体组成12.613.①③④14.64.1第2课时从不同方向看三、解答题(共44分)课堂探究:例1A例222即学即练:1.B2.B3.A4.π15.(9分)解:如图1所示.5.解:(1)如图所示.}“从正面看从左面看从上面看、图1从正面看从左面看从上面看16.(10分)解:(1)27÷3=9,此棱柱是九棱柱,(2)这个立体图形的表面积为2×(6+4+4)×2×2=112(cm2).(2)这个棱柱有11个面,有18个顶点4.1第3课时展开与折叠(3)这个棱柱的所有侧面的面积之和为5×20×9=900:课堂探究:例D17.(12分)解:(1)10即学即练:1.C2.B3.D4.①③(2)该立体图形的体积为10x1×1×1=10(cm3).5.(1)C面会在下面;(2)A面会在上面;(3)D面会在前面.(3)该立体图形的表面积为2×(6+6+6)×1×1+2×(1+1)×1×4.1第4课时点、线、面、体课堂探究:例(1)如图所示.1=40(cm2).18.(13分)解:(1)8(2)如图2,有4种情况(补全一种即可).15②(2)在图I~V的立体图形中,有顶点的立体图形是图I、Ⅱ、Ⅲ,没有顶点的立体图形是图Ⅳ、V(3)图V中的立体图形有2个面,其中一个是平面,一个是③④曲面,面与面相交有一条线,是一条曲线图2即学即练:1.A2.D3.D(3)设高为acm,则底面边长为5acm,4.圆锥96π或128T根据题意,得4×(a+5a+5a)=880,解得a=20.5.解:(1)圆柱C所以这个长方体纸盒的体积为20x100×100=200000(cm).

  • 2024届衡水金卷先享题 分科综合卷 全国乙卷 英语(一)1试题

    听力文本Text 1W:What's Tom looking for?M:He's looking for a book about sea animals.He said he wanted to read something about sharksand whales.W:You do too,I think.M:Yes.But I like dolphins best.Text 2M:Hello,Lisa.This weekend,you need to collect empty bottles around your neighborhood.W:OK.I've done that before for my soccer team.We made $20 and spent the money onuniforms.Text 3W:I don't want to spend more than twenty pounds.Look,this label says this T-shirt is thirtypounds.M:Everything in this section of the shop is on sale.It costs half the price.W:OK.I'll take it.Text 4M:I went to the art gallery the day before yesterday,but it was closed.I wonder why?W:Oh,it's always closed on Saturday,but it stays open on Sunday and,of course,Monday toFriday.Text 5W:Hi.Come and sit with me on the sofa.The game will be starting soon.M:I can't wait!It should be a great game.W:You're right.Whichever team wins,this game will be exciting.Oh look,the game isstarting.Text 6W:Hello!Is that Philip Wheatley?This is Lisa from Dr.Morgan's office.I'm calling to remindyou that you have an appointment for a physical exam on Tuesday at 10:00 a.m.M:Oh,thank you for calling.I completely forgot,and now I'm afraid I can't make it.I'msorry.Can I reschedule it?W:Sure.We also open at 8:00 on Wednesday morning and 4:00 on Friday afternoon.What timeis convenient for you?M:Let me see.I'll have meetings all day on Wednesday.So please put it down on Friday at 4:00p.m.I promise I won't forget.W:OK.At 4:00 on Friday afternoon.See you then.高二英语参考答案及解析第6页(共8页)

  • 2024届衡水金卷先享题 分科综合卷 全国乙卷 英语(一)1试题

    语法进阶I.1.is being repaired2.have been rescued3.borrowed4.widened5.noticedⅡ1.were preparing2.obviously3.of4.posted5.had seen6.appreciation7.which8.to help9.an10.hopeful。

  • 衡水金卷先享题2024答案数学分科综合卷 新教材乙卷A

  • 2024届衡水金卷先享题 分科综合卷 全国乙卷 英语(一)1试题

    Miami County during the halttime of a basketball game on February 10th.◆KEY CORNER上期练习题参考答案LEXICAL CHUNKS第2版1.长跑2.健身房会员READING ACTIVITIES3.prevent diseasesUse your prior knowledge4.让你拥有好的上肢和下肢力量Understand the text5.增加血液流通并向你的大脑输送更多氧气2.strength6.strengthen your immune systemI.1.running shoes7.降低严重健康问题的风险3.oxygen4.heart8.适当地热身和放松5.immune system6.feeling down9.运动后放松你的身体7.prepare8.relax10.cheer up11.be fed up withII.1-5 FTTTF12.对感到惊讶13.in particularhink and share略14.be capable of15.make sure'roject略16.take advantage of...

  • 2024届衡水金卷先享题 分科综合卷 全国乙卷 英语(一)1试题

    roughened hand.Mum unwrapped it carefully.A blue-velvet jewel box appeared.Mum gently lifted the lid,withtears welling up in her eyes.She had never received such a precious gift.A smile flashing across her face,she heldReuben tightly in her arms.【导语】本文以人物为线索展开,讲述了l2岁的Reuben Earle为了存够在母亲节能给母亲送礼物的钱,而努力收集麻布袋换钱的过程,并最终成功存够足够的钱买礼物的故事。【评分细则与详解】1.段落续写(I)由第一段首句内容“那人听到Reuben的声音微微颤抖,知道他快要哭了。”可知,第一段可描写那人好奇为什么Reuben这么需要钱,并且Reuben最终存够了钱去买那个首饰盒。(要点细节:①提及Reuben需要钱的原因,4分;②Reuben去商店购买礼物,包括动作、语言等描写,3~4分。)(2)由第二段首句内容“然后店长把包裹放在Reuben手里。”可知,第二段描写Reuben在母亲节的时候,把礼物送给母亲,母亲非常感动。(要点细节:①母亲节把礼物送给母亲,4分;②妈妈接到礼物后妈妈的反应,3分。注:主题可适当升华。突出孩子对妈妈的爱,书写较差影响阅卷,降低一个档次。)2.续写线索:看到礼物一钱不够一开始存钱一买到礼物一送给母亲档次描述¥创造了新颖、丰富、合理的内容,富有逻辑性,续写完整,与原文情境融洽度高。第五档*使用了多样且恰当的词汇和语法结构,表达流畅,语言错误很少,且完全不影响理解。(2125分)自然有效地使用了段落间、语句间衔接手段,全文结构清晰,前后呼应,意义连贯。¥创造了比较丰富、合理的内容,比较有逻辑性,续写比较完整,与原文情境融洽度比较高。第四档使用了比较多样且恰当的词汇和语法结构,有些许语法错误,不影响理解。(1620分)比较有效地使用了段落间衔接手段,全文结构比较清晰,意义比较连贯。¥创造了基本完整的故事内容,但有的情节不够合理或逻辑性不强,与原文情境基本相关。第三档日使用了简单的词汇和语法结构,有部分语言错误和不恰当之处,个别部分影响理解(低级语法错误,(11一15分)如主宾格使用混乱、时态错误、拼写错误等)。¥尚有语句衔接的意识,全文结构基本清晰,意义基本连贯。¥内容和逻辑上有一些重大问题,续写不够完整,与原文有一定程度脱节。第二档¥所用的词汇有限,语法结构单调,错误较多且比较低级,影响理解。(6~10分)未能有效地使用语句间衔接手段,全文结构不够清晰,意义欠连贯。第一档内容和逻辑上有较多重大问题,或有部分内容抄自原文,续写不完整,与原文情境基本脱节。*所使用的词汇非常有限,语法结构单调,错误较多,严重影响理解。(1~5分)¥几乎没有使用语句间衔接手段,全文结构不清晰,意义不连贯。0白卷、内容太少以致无法评判或所写内容与所提供内容无关。3.词汇激活行为类①拿着:hold/keep/carry②叫喊:exclaim/shout/,call out③放置:place/,put④涌出:well up/spring up/,spill over情绪类①温柔地:gently,/softly/lightly②兴奋地:excitedly/happily/,enthusiastically【点睛】[高分句型]Reuben exclaimed as he ran to her excitedly..(as引导的时间状语从句)[高分句型2]A smile flashing across her face.,she held Reuben tightly in her arms.(独立主格结构)听力材料(Text 1)M:Hi,Julia.What do you think is the most acceptable length for a school class?W:It's better to have two-hour classes.With longer classes students have more time to study.M:Longer might not mean better.Maybe the perfect length is an hour and a half.高一英语试题参考答案一6

  • 2024届衡水金卷先享题 分科综合卷 全国乙卷 英语(一)1试题

    2023学年第一学期台州八校联盟期中联考高二年级英语学科参考答案命题学校1:灵江中学金俏飞命题学校2:永宁中学潘妤婷参考答案第一部分听力(共两节,满分30分)第一节(共5小题;每小题1.5分,满分7.5分)1-5 BACAB第二节(共15小题;每小题1.5分,满分22.5分)6-10 ABBAB 11-15 ACBCB16-20 CCACA第二部分阅读(共两节,满分50分)第一节(共15小题;每小题2.5分,满分37.5分)21-23 CBD 24-27 BCBB 28-31 BCCB 32-35 CDAC第二节(共5小题;每小题2.5分,满分12.5分)36-40 CFDBE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)41-45 BDACB46-50 DABDC51-55 ADBCC第二节(共10小题;每小题1.5分,满分15分)56.the 57.has been 58.images 59.to 60.to be given61.important62.fiftieth63.which 64.was joined 65.understanding第四部分写作(共两节,满分40分)第一节(满分15分)参考范文:A trip to Hope FarmLast Sunday,our class organized a trip to Hope Farm,which is located in a suburb of our city and faraway from our school.After arrival,we were shown around the farm and I caught sight of a stream running through it.Walking around,I could smell the fragrance of the earth.Later,we were provided with instructions on howto sow seeds before finally practicing what we had learnt.Our efforts won praise from both the farmers andour teacher.By experiencing farming in person,I realize the significance of farm work and am determined to valuefood.应用文评分标准1、评分原则①本题总分为15分,按5个档次给分。②评分时,先根据文章的内容要点、应用词汇和语法结构的丰富性和准确性及上下文的连贯性,初步确定其所属档次,然后以该档次的要求来衡量、确定或调整档次,最后给分。高二英语参考答案第1页(共6页)

  • 衡水金卷先享题2024答案数学分科综合卷 新教材乙卷A

  • 衡水金卷先享题2024答案数学分科综合卷 新教材乙卷A

    2023-2024学年考试报高考数学理科专版答③综合检测1D解析:A选项,三点需不共线:B选项,垂直于同一直cs∠ADB=V线的两条直线平行或异面:C选项,这无数条直线不可以是平行直线,故选D项故二面角-A,C-的余弦值为V至52.D解析:由题意,作出正方体,截去三棱锥A-EFC,根据正视图,可得A-EFG在正方体左侧面,如图,根据三视图的投影,可得相应的侧视图是D图形,故选D项.13.解:(1)证明:AB=AD,∠BAD=60°.△ABD为正三角形M为AD的中点,BM1AD·AD⊥CD,CD,BMC平面ABCD,.BM∥CD.3.B解析:①a∥B,且I⊥a,l⊥B,又mCB,.1⊥m,又BM平面PCD,CDC平面PCD,.BM∥平面PCD正确:②1∥m,且11a.m⊥&,又mCβ,⊥B,正确:③M,N分别为AD,PA的中点,∴.MN∥PDa⊥B,且l1a,mCB,1∥m或异面,错误;④:11m,且l1又MN丈平面PCD,PDC平面PCD,.MN∥平面PCD.a,mCB,∴.a∥B或相交,错误故选B顶又BM∩MN=M,.平面BMN∥平面PCD.4.A解析:因为m,n互为异面直线,且m∥ax,n∥ax,所以平(2)由(1)得BM⊥AD.:平面PAD⊥平面ABCD,BMC平面面a内必存在两条相交直线分别与m,n平行,又因为l⊥m且1Ln,BCD,.BM⊥平面PAD.所以l⊥a:若lLa,则1m且上n,所以“1Lm且1Ln”是“1⊥a”的又AD=6,∠BAD=60°,.BM=3V3充要条件,故选A项.5.B解析:根据几何体的三视图转换为直观图知该几何M,N分别为AD,PA的中点,PA1PmPA=PD=Y2211体为三棱能,图所示.由题意,得Vw3×24x3x4=8,设AD=3V2.内切球的半径为R,所以了·SAcR+114·三楼锥P-BMN的体积Vn=Vamw=3XAVT.719V344解:(I)证明AB/CD,DG=l,AB=2C}D由E1,得品26.B解析:由题意,得EF∥CB,且EF=CB,同理DA∥CB且DA=CB,所以EF∥DA,且EF=DA,故四边形AEFD为平行四边在AH6中,由号2瓷得8c/nC形,所以AG,DF在一个平面内又因为FG≠DA,所以AG,DF是:EGC平面EBD,PC丈平面EBD,.PC∥平面EBD.相交直线由题意,得CB⊥AB,CB⊥BE,所以CB⊥平面ABE,所(2)证明:PA⊥平面ABCD,BCC平面ABCD,.BC⊥PA以GE⊥平面ABE,所以GE⊥AE,所以AG>AE,又AE=DF,所以AD=DC=1,AB=2,AD⊥AB,MB∥CD,.AC=V2,BCAG>DE故选B项7.D解析:易证AC1平面BB,D,D,..AC LBE,故A项正V2,AC+BC=AB,BC⊥AC.又PA∩AC=A,.BC⊥平面PAC确;:EF在直线B,D,上,易知B,D,∥平面ABCD,.EF∥平面:BCC平面EBC,.平面EBC⊥平面PAC.ABCD,故B顶正确:V,×x)(3)在平面PAD内作AF⊥PD于点F,:PA⊥平面ABCD3224,故C.DC⊥PA.AB⊥AD,AB∥CD,.DC⊥AD,.PA∩AD=A,项正确,由排除法可知选D项.DC⊥平面PAD.··AFC平面PAD.·.DC⊥AF8D解析:E为1D的中点,则HE了AD=子BC,四边又PDOCD=D,.AF⊥平面PCD形ABCD是平行四边形,AD/BC△AEG一△CBG,GCPA=V3,AD=1,PA⊥AD,.tam∠PDA=/3,3∠PDA=60°,.∠APD=30°,.PF=PAcos30°=AE 1 AG 1BC2心AC3,又:PC/∥平面BEF,Pc平面PC,平2面BEFn平面PMC-GRGF/PC,A-APACAFAG=3.故选D项9.①②解析:由题意,得PC∥OM,.PC∥平面OMN,故①正确;同理PDON,.平面PCD∥平面OMW,故②正确.故填:①②.10.③④解析:①·CC,C平面CDD,C,M∈平面CDD,C,AE平面CDDC,MECC,.AM与CC,是异面直线,故①错误;②取D,D的中点K,连接AK(图略),可得AK∥BN,:AK门AM=A,.BN与AM是异面直线,故②错误;第15期空间向量与立体几何③.BNC平面BCCB,B,∈平面BCC,B,ME平面BCC,B,①高考链接B,生BN,.BN与MB,是异面直线,故③正确:1.解:(1)以C为坐标原点,CD,CB,CC,所在直线为x,y,z轴④:M,N分别为棱C,D,C,C的中点,.MN∥CD,故MN与建立空间直角坐标系,如图,AC所成的角即为∠D,CA(或其补角),又△AD,C为等边三角形,∠D,CA=60°,故④正确故填:③④.1I.证明:由题意,得PC⊥BC,PC⊥DC,.PC⊥平面ABCDBDC平面ABCD,·BD⊥PC,又BD⊥AC,且PC∩AC=C,.BD⊥平面PAC又BDC平面BDE,·.平面PAC⊥平面BDE.12.解:(1)证明:,AB=1,AC=V3,∠ABC=60°CB Y.由余弦定理,得AC=AB+BC-2AB·BCC0s60,即3=1+x/DBC-BC,解得BC=2则C(0,0,0),C,0,0,3),B,(0,2,2),D(2,0,2),A,(2,2,1),BC=AB+AC,,AB⊥AC.△ABC为直角三角形,B,C=(0,-2,1),A,d=(0,-2,1)B,C∥A,d三棱柱ABC-A,B,C,为堑堵.又B,C2,A,D,不在同一条直线上∴B,C,∥AD(2)如图,作AD⊥A,C交A,C于点D,连接BD,易得BDLA,C(2)设P0,2,A)(0≤A≤4),.∴,∠ADB为二面角A-AC-B的平面角,则1,C,=(-2,-2,2),PC,=(0,-2,3-A),D,C=(-2,0,1).在R△AA,C中,AD=AA'AC 3 V6设平面PA,C,的法向量n=(x,y,z,2则mg-2-2+2-0在R△BAD吨,tanZADB=-4B_V6n-P元=-2y+(3-A)z=0,答案专页第2页

  • 2024届衡水金卷先享题 分科综合卷 全国乙卷 英语(一)1试题

    听第8段材料,回答第11至13题。 11.What was the woman doing in Canada? A.Helping in a research programme. B.Staying in Canada for Christmas. C.Staying in Canada for Thanksgiving Day. 12.What does the woman think of the people in Canada? A.They like travelling a lot. B.They are very friendly and helpful. C.They are always busy working. 13.What day does Boxing Day fall on? A.The day after Christmas Day. B.The day before Christmas Day. C.The day after Thanksgiving Day.

  • 2024届衡水金卷先享题 分科综合卷 全国乙卷 英语(一)1试题

    Baumann,a doctoral candidate.With two other scientists,Bau- mann carried out an experiment to investigate this issue. She modelled purchasing situations with up to 200 partici- pants in each test in order to find out what strategies people use. In one test,the participants were told to try to get a flight ticket as cheaply as possible-they were given 10 offers one after the other in which the price changed;meanwhile the fictional leaving date was getting nearer and nearer.In another test,people had to get the best possible deal on products such as groceries or kitchen appliances,with the changing prices taken from an online shop. Baumann discovered that most of the test participants think in a simple and straight way.This principle can be applied not

  • 衡水金卷先享题2024答案数学分科综合卷 新教材乙卷A

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    1@o

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