2016年成人高考高起点每日一练(7月31日)
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单项选择题
1、The bridge, which _____ 1688, needs repairing.
A.is dated from
B.was dated from
C.dates from
D.dated from
2、 Christmas is _____ special holiday when _____ whole family are supposed to get together.
A.the; the
B.a; a
C.the; a
D.a; the
3、阅读下列短文,回答题。
Popular British author,Charles Dickens’(1 8 f2,c--1 870)family could hardly make ends meet.
They could only afford to send one of their six children to sch001.Dickens was not that child.Hisparents chose to send a daughter,who had a talent for music,to aD academy.Then at the age of12,Dickens’life took another turn for the worse.
His father,a clerk,was placed in prison for unpaid debts.And,being the oldest male left athome,Dickens took up work at a factory.His horrible experience there became the fuel for hisfuture writin9.His father was freed three months later and inherited a small amount of money.Dickens was then sent to sch001.
From l 836 t0 1 837,he wrote a monthly series of stories.Thus The Pickwick Papers,came into bein9,which brought fame to him.
Throughout his career,Dickens covers various situations in his novels.He wrote about themiserable lives of the poor in Oliver Twist,the French Revolution in Tale of Two Cities,and socialreform in Hard Times.He also wrote David Coppeoqeld.a book thought to be modeled on his ownlife.
“I do not write bitterly or angrily.for I know all these things have worked together to make mewhat I am,”he once said.His difficult childhood did indeed shape the person he became,as wellas his writing career.There are—sha—des of young Dickens in many of his most beloved characters,including David Copperfield and Oliver Twist.
Like the author,all these characters come from poor beginnings and are able to rise above theirsetbacks and achieve Success.“Minds,like bodies.will often fall into an ill.conditioned state fromtoo much comfort,”he once wrote.On June 9th,1 870,aged 58,Dickens died,leaving oneunfinished work.The words on his tombstone read:“He was a sympathizer to the poor,the sufferingand the oppressed,and by his death,one of England’s greatest writers is lost to the world.’’
The book that first called public attention to Dickens was ".,
A.The Pickwick Papers
B.Oliver Twist
C.Tale of Two Cities
D.David Copperfield
填空题
4、不等式x2-2x-3>0的解集为 _____ 。
5、![](data:image/png;base64,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)
6、![](//wximg.233.com/attached/image/20150928/20150928080759_4135.png)
7、
8、
简答题
9、阅读下面的现代文,完成题。
从未见过开得这样盛的藤萝。只见一片辉煌的淡紫色,像一条瀑布,从空中垂下,不见其发端,也不见其,只是深深浅浅的紫,仿佛在流动,在欢笑,在不停地生长。紫色的大条幅上,泛着点点银光,就像迸溅的水花。仔细看时,才知那是每一朵紫花中的浅淡的部分,在和阳光互相挑逗。
这里春红已谢,没有赏花的人群,也没有蜂围蝶阵。有的就是这一树闪光的、盛开的藤萝。花朵儿一串挨着一串,一朵挨着一朵,彼此推着挤着,好不快活热闹。
“我在开花!”她们在笑。
“我在开花!”她们嚷嚷。
每一穗花都是上面的盛开,下面的待放。颜色便上浅下深,好像紫色沉淀下来了,沉淀在嫩小的花苞里。每一朵盛开的花像是一个张开了的小小的帆,帆下带着尖底的舱。船舱鼓鼓的,又像一个忍俊不禁的笑容,就要绽开似的。那里装的是什么仙露琼浆?我凑上去,想摘一朵。
但是我没有摘。我没有摘花的习惯。我只是伫立凝望,觉得这一条紫藤萝瀑布不只在我眼前,也在我心上缓缓流过。流着流着,它带走了这些时一直压在我心上的焦虑和悲痛。那是关于生死谜、手足情的。我浸在这繁密的花朵的光辉中,别的一切暂时都不存在。有的只是精神的宁静和生的喜悦。
这里除了光彩,还有淡淡的芳香,香气似乎也是浅紫色的,梦幻一般的轻轻地笼罩着我。忽然记起十多年前,家门外也曾有过一大株紫藤萝,它依傍一株枯槐爬得很高,但花朵从来都稀落,东一穗西一串零落地挂在树梢,好像在察言观色,试探什么。后来索性连那稀落的花串也没有了。园中别的紫藤花架也都拆掉,改种了果树,那时的说法是,花和生活腐化有什么必然关系。我曾遗憾地想:这里再看不到藤萝花了。
过了这么多年,藤萝又开花了,而且开得这样盛,这样密,紫色的瀑布遮了粗壮的盘虬卧龙般的枝干,不断地流着,流着,流向人的心底。
花和人都会遇到各种各样的不幸,但是生命的长河是无止境的。我抚摸了一下那小小的紫色的花舱,那里装满了生命的佳酿,它张满了帆,在这闪光的花的河流上航行。它是成花中的一朵。也正是由每一个一朵,组成了万花灿烂的流动的瀑布。
在这浅紫色的光辉和浅紫色的芳香中,我不觉加快了脚步。
文章描写盛开的紫藤萝,用了什么修辞手法?这样写有什么好处?(7分)
答:用了__________和__________的手法。
其好处是:
10、阅读下面文言文。完成题
桓公问于管子日:“楚者,山东之强国也,其人民习战斗之道。举兵伐之,恐力不能过。
兵弊于楚,功不成于周,为之奈何?”管子对日:“即以战斗之道与之矣。”公日:“何谓也?”
管子对日:“公贵买其鹿。”桓公即为百里之城,使人之楚买生鹿。楚生鹿当一而八万。管子即令桓公与民通轻重①,藏谷什之六②。令左司马伯公将白徒③而铸钱于庄山。令中大夫王邑载钱二千万,求生鹿于楚。楚王闻之,告其相日:“彼金钱,人之所重也,国之所以存,明王之所以赏有功。禽兽者群害也,明王之所弃逐也。今齐以其重宝贵买吾群害,则是楚之福也,天且以齐私楚也。子告吾民急求生鹿,以尽齐之宝。”楚民即释其耕农而田鹿。管子告楚之贾人日:“子为我致生鹿二十,赐子金百斤。什至而金千斤也。”则是楚不赋于民而财用足也。
楚之男子居外,女子居涂。隰朋教民藏粟五倍。楚以生鹿藏钱五倍。管子日: “楚可下矣。”公日:“奈何?”管子对日:“楚钱五倍,其君且自得而修谷。钱五倍,是楚强也。”桓公日:“诺。”因令人闭关,不与楚通使。楚王果自得而修谷。谷不可三月而得也,楚籴四百。齐因令人载粟处芊④之南,楚人降齐者十分之四。三年而楚服。
(选自《管子·轻重戊》)
【注】①通轻重:这里指做买卖。②什之六:十分之六。③白徒:民佚。④芊:这里指齐楚交界的地方
用现代汉语写出文中画线文字的大意。(5分)
1、The bridge, which _____ 1688, needs repairing.
A.is dated from
B.was dated from
C.dates from
D.dated from
2、 Christmas is _____ special holiday when _____ whole family are supposed to get together.
A.the; the
B.a; a
C.the; a
D.a; the
3、阅读下列短文,回答题。
Popular British author,Charles Dickens’(1 8 f2,c--1 870)family could hardly make ends meet.
They could only afford to send one of their six children to sch001.Dickens was not that child.Hisparents chose to send a daughter,who had a talent for music,to aD academy.Then at the age of12,Dickens’life took another turn for the worse.
His father,a clerk,was placed in prison for unpaid debts.And,being the oldest male left athome,Dickens took up work at a factory.His horrible experience there became the fuel for hisfuture writin9.His father was freed three months later and inherited a small amount of money.Dickens was then sent to sch001.
From l 836 t0 1 837,he wrote a monthly series of stories.Thus The Pickwick Papers,came into bein9,which brought fame to him.
Throughout his career,Dickens covers various situations in his novels.He wrote about themiserable lives of the poor in Oliver Twist,the French Revolution in Tale of Two Cities,and socialreform in Hard Times.He also wrote David Coppeoqeld.a book thought to be modeled on his ownlife.
“I do not write bitterly or angrily.for I know all these things have worked together to make mewhat I am,”he once said.His difficult childhood did indeed shape the person he became,as wellas his writing career.There are—sha—des of young Dickens in many of his most beloved characters,including David Copperfield and Oliver Twist.
Like the author,all these characters come from poor beginnings and are able to rise above theirsetbacks and achieve Success.“Minds,like bodies.will often fall into an ill.conditioned state fromtoo much comfort,”he once wrote.On June 9th,1 870,aged 58,Dickens died,leaving oneunfinished work.The words on his tombstone read:“He was a sympathizer to the poor,the sufferingand the oppressed,and by his death,one of England’s greatest writers is lost to the world.’’
The book that first called public attention to Dickens was ".,
A.The Pickwick Papers
B.Oliver Twist
C.Tale of Two Cities
D.David Copperfield
填空题
4、不等式x2-2x-3>0的解集为 _____ 。
5、
6、
![](http://wximg.233.com/attached/image/20150928/20150928080759_4135.png)
7、
![](http://wximg.233.com/attached/image/20150923/20150923163812_5562.jpg)
8、
![](http://wximg.233.com/attached/image/20150815/20150815163833_5648.jpg)
简答题
9、阅读下面的现代文,完成题。
紫藤萝瀑布
宗璞
我不由得停下了脚步。 宗璞
从未见过开得这样盛的藤萝。只见一片辉煌的淡紫色,像一条瀑布,从空中垂下,不见其发端,也不见其,只是深深浅浅的紫,仿佛在流动,在欢笑,在不停地生长。紫色的大条幅上,泛着点点银光,就像迸溅的水花。仔细看时,才知那是每一朵紫花中的浅淡的部分,在和阳光互相挑逗。
这里春红已谢,没有赏花的人群,也没有蜂围蝶阵。有的就是这一树闪光的、盛开的藤萝。花朵儿一串挨着一串,一朵挨着一朵,彼此推着挤着,好不快活热闹。
“我在开花!”她们在笑。
“我在开花!”她们嚷嚷。
每一穗花都是上面的盛开,下面的待放。颜色便上浅下深,好像紫色沉淀下来了,沉淀在嫩小的花苞里。每一朵盛开的花像是一个张开了的小小的帆,帆下带着尖底的舱。船舱鼓鼓的,又像一个忍俊不禁的笑容,就要绽开似的。那里装的是什么仙露琼浆?我凑上去,想摘一朵。
但是我没有摘。我没有摘花的习惯。我只是伫立凝望,觉得这一条紫藤萝瀑布不只在我眼前,也在我心上缓缓流过。流着流着,它带走了这些时一直压在我心上的焦虑和悲痛。那是关于生死谜、手足情的。我浸在这繁密的花朵的光辉中,别的一切暂时都不存在。有的只是精神的宁静和生的喜悦。
这里除了光彩,还有淡淡的芳香,香气似乎也是浅紫色的,梦幻一般的轻轻地笼罩着我。忽然记起十多年前,家门外也曾有过一大株紫藤萝,它依傍一株枯槐爬得很高,但花朵从来都稀落,东一穗西一串零落地挂在树梢,好像在察言观色,试探什么。后来索性连那稀落的花串也没有了。园中别的紫藤花架也都拆掉,改种了果树,那时的说法是,花和生活腐化有什么必然关系。我曾遗憾地想:这里再看不到藤萝花了。
过了这么多年,藤萝又开花了,而且开得这样盛,这样密,紫色的瀑布遮了粗壮的盘虬卧龙般的枝干,不断地流着,流着,流向人的心底。
花和人都会遇到各种各样的不幸,但是生命的长河是无止境的。我抚摸了一下那小小的紫色的花舱,那里装满了生命的佳酿,它张满了帆,在这闪光的花的河流上航行。它是成花中的一朵。也正是由每一个一朵,组成了万花灿烂的流动的瀑布。
在这浅紫色的光辉和浅紫色的芳香中,我不觉加快了脚步。
文章描写盛开的紫藤萝,用了什么修辞手法?这样写有什么好处?(7分)
答:用了__________和__________的手法。
其好处是:
10、阅读下面文言文。完成题
桓公问于管子日:“楚者,山东之强国也,其人民习战斗之道。举兵伐之,恐力不能过。
兵弊于楚,功不成于周,为之奈何?”管子对日:“即以战斗之道与之矣。”公日:“何谓也?”
管子对日:“公贵买其鹿。”桓公即为百里之城,使人之楚买生鹿。楚生鹿当一而八万。管子即令桓公与民通轻重①,藏谷什之六②。令左司马伯公将白徒③而铸钱于庄山。令中大夫王邑载钱二千万,求生鹿于楚。楚王闻之,告其相日:“彼金钱,人之所重也,国之所以存,明王之所以赏有功。禽兽者群害也,明王之所弃逐也。今齐以其重宝贵买吾群害,则是楚之福也,天且以齐私楚也。子告吾民急求生鹿,以尽齐之宝。”楚民即释其耕农而田鹿。管子告楚之贾人日:“子为我致生鹿二十,赐子金百斤。什至而金千斤也。”则是楚不赋于民而财用足也。
楚之男子居外,女子居涂。隰朋教民藏粟五倍。楚以生鹿藏钱五倍。管子日: “楚可下矣。”公日:“奈何?”管子对日:“楚钱五倍,其君且自得而修谷。钱五倍,是楚强也。”桓公日:“诺。”因令人闭关,不与楚通使。楚王果自得而修谷。谷不可三月而得也,楚籴四百。齐因令人载粟处芊④之南,楚人降齐者十分之四。三年而楚服。
(选自《管子·轻重戊》)
【注】①通轻重:这里指做买卖。②什之六:十分之六。③白徒:民佚。④芊:这里指齐楚交界的地方
用现代汉语写出文中画线文字的大意。(5分)