()是避雷线在地面上的垂线与避雷线和相导线连线之间的夹角。

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问题:

()是避雷线在地面上的垂线与避雷线和相导线连线之间的夹角。

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阅读理解。

     Each year Ben is glad when school is closed on Martin Luther King Jr. Day. Ben knows that this day

honors an important man, but Ben does not feel connected to him. However, the small-world theory (理论)

connects Ben to Dr. King. Ben's mom (0) has a close friend, Amy (1). Amy's uncle, Mark (2), once met and

spoke to John Carter (3), the son of President Jimmy Carter (4). Jimmy Carter knew Dr. King (5). In a way,

Ben is only "five people a-way" from Martin Luther King Jr.

     The small-world theory says that everyone in the world is connected through a short chain (链条) of

people they know. Another name of this chain is degrees of separation. Each degree is a step that separates

a person from someone he or she does not know. There are zero degrees of separation between a person

and the people he or she knows directly. This means that there are zero degrees between Ben and his mom.

There is one degree of separation when just one person separates someone from a person he or she does not

know. Ben knows his mom, but he hasn't met her close friend Amy. Therefore, Ben is one degree away from

Amy. As the chain continues. Amy's uncle, Mark, is two degrees. John Carter is three degrees, and his father

is four degrees. Dr. King is five degrees away from Ben. The theory says that there are no more than six

degrees of separation between any two people in the world.

     The small-world theory has a lot to do with math. The theory assumes (假定) that each per-son knows

100 people. Each one of those 100 people knows 50 different people. Each of those 50 people knows another

50 people, and so on. When someone continues the calculation' to six degrees, it is like this: 100 × 50 × 50 ×

50 × 50 × 50 = 31.25 × 109. This number is greater than 31 billion (a billion=a thousand million). There are

over 6 billion people in the world. These numbers show it is possible that six degrees of separation could

include everyone in the world.

     Does the small-world theory work? No one has ever proved it. Maybe the theory just invites people to

think a little more about their places in the world.

1. Ben is two degrees away from ______.

A. Jimmy Carter

B. John Carter

C. Amy

D. Mark

2. What is the meaning of "degrees of separation" in Paragraph 2?

A. The chain to connect people.

B. The relations between people.

C. The steps of knowing strangers.

D.The separation between strangers.

3. What is the small-world theory mainly about?

A. How far Ben is away from Dr. King.

B. How many people one can get to know.

C. How people are connected in the world.

D. How the degrees of separation are set up.

4. We can learn from the article that ______.

A. the small-world theory works

B. more research is needed to prove the theory

C. six degrees are needed to know the strangers

D. the writer's purpose is to help people find out their places

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简答题(选做一题)(5分)

阅读下面的《红楼梦》选段,回答问题。

那宝玉刚合上眼,便惚惚睡去,犹似秦氏在前,遂悠悠荡荡随了秦氏,至一所在。但见朱栏白石,绿树清溪,真是人迹希逢,飞尘不到。宝玉在梦中欢喜,想道:“这个去处有趣,我就在这里过一生,纵然失了家也愿意,强如天天被父母、师傅打去。”

正胡思之间,忽听山后有人作歌曰:

春梦随云散,飞花逐水流,寄言众儿女,何必觅闲愁。

宝玉听了,是女子的声音。歌声未息,早见那边走出一个人来,蹁跹袅娜,端的与人不同。……宝玉见是一个仙姑,喜的忙来作揖,笑问道:“神仙姐姐,不知从那里来?如今要往那里去?我也不知这是何处,望乞携带携带。”

(选自《红楼梦》第五回)

(1)“神仙姐姐”是谁?贾宝玉因何梦遇神仙姐姐?她带宝玉赏玩了什么?

                                                                                                                

阅读下面的《红楼梦》选段,回答问题。

周瑞家的听说,会齐了那几个媳妇,先到迎春房里,回迎春道:“太太们说了,司棋大了,近日他娘求了太太,太太已赏了他,叫他自己配人。今日叫他出去,另挑好的与姑娘使。”说着,便命司棋打点走路。迎春听了,含泪似有不舍之意,因前夜里,别的丫鬟悄悄的说了原故,虽数年之情难舍,但事关风化,亦无可如何了。……迎春含泪道:“我知道你干了什么大不是,我还十分说情留下你,岂不连我也完了?你瞧入画,也是几年的人,怎么说去就去了?自然不止你两个,想来这园里几个大的,都要去呢。依我说,将来终有一散,不如你各人去罢。”

(选自《红楼梦》第七十七回)

(2)司棋、入画为何被赶出大观园?

                                                                                             

题型:填空题

患者女性,35岁,因“服用头孢类抗生素5日后出现发热、斑丘疹”来诊。患者因“感冒”自行服用头孢类抗生素,5日后发热,躯干及四肢近端出现充血性斑丘疹,尿量正常。查体:血压120/80mmHg(1mmHg=0.133kPa)。实验室检查:尿蛋白(+),尿白细胞10~15个/HP,尿红细胞5~9个/HP。

最可能的诊断是()

A. * * 综合征

B.急性膀胱炎

C.急性间质性肾炎

D.慢性间质性肾炎

E.急性肾盂肾炎

F.急性肾小球肾炎

G.急性肾功能不全

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确定具体的目标客户是基金产品设计的起点,它从根本上决定着基金产品的内部结构。()

题型:填空题

某同学为了检验家里购买的硫酸铵化肥是否合格,称取了27.5g化肥样品与足量浓烧碱溶液一起加热,产生的氨气用足量的100.0g废硫酸吸收.测得吸收氨气的溶液总质量m与反应时间t的变化如右图所示.已知合格硫酸铵化肥中含氮量不低.20%.所涉及的反应为(NH42SO4+2NaOH=Na2SO4+2H2O+2NH3↑;2NH3+H2SO4=(NH42SO4.试计算:

(1)化肥样品完全反应后产生氨气_________g.

(2)该化肥的含氮量为_________(精确到0.1%),属于_________(选填“合格”或“不合格”)产品.

(3)废硫酸充分吸收氨气后溶液中的硫酸铵质量分数是多少(写出计算过程,精确到0.1%).

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