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【单选题】
Question 3. The word “they” (Line 9, Para.2) refers to _______. ----- Passage 1 ----- There are many great inventions that have changed the way we live in. The first great invention was one that is still very important today, the wheel. This made it easier to carry heavy things and to travel long distances. For hundreds of years after that there were few inventions that had as much effect as the wheel. Then in the early 1800’s the world started to change. There was little unknown land left in the world. People did not have to explore much anymore. They began to work instead to make life better. In the second half of the 19th century many great inventions were made. Among them were the camera, the electric light and the radio. These all became a big part of our life today. The first part of the 20th century saw more great inventions. The helicopter in 1909, movies with sound in 1926, the computer in 1928. And jet planes in 1930. This was also a time when a new material was first made. Nylon came out in 1935. It changed the kind of clothes people wear. The middle part of the 20th century brought new ways to help people get over disease. They worked very well. They made people healthier and let them live longer lives. By the 1960’s most people could expect to live to be at least 60. By this time most people had a very good life. Of course new inventions continued to be made. But man now had a desire to explore again. The world was known to man,but the stars were not. Man began looking for ways to go into space. Russia made the first step. Then the United States took a step. Since then other countries, including China and Japan, have made their steps into space. In 1969 man took his biggest step away from earth. Americans first walked on the moon. This is certainly just a beginning though. New inventions will someday allow us to do things we have never yet dreamed of. ----- Question 3. The word “they” (Line 9, Para.2) refers to _______.
A.
helicopters, computers, jet planes, nylon
B.
new ways to help people get over disease
C.
new materials
D.
people
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【单选题】设f(x)=x 2 -4x+m, g(x)=x+ 4 x 在区间D=[1,3]上,满足:对于任意的a∈D,存在实数x 0 ∈D,使得f(x 0 )≤f(a),g(x 0 )≤g(a)且g(x 0 )=f(x 0 );那么在D=[1,3]上f(x)的最大值是(  )
A.
5
B.
31 3
C.
13 3
D.
4
【简答题】已知a,b是实数,函数f(x)=x 3 +ax,g(x)=x 2 +bx,f′(x)和g′(x)是f(x),g(x)的导函数,若f′(x)g′(x)≥0在区间I上恒成立,则称f(x)和g(x)在区间I上单调性一致, (1)设a>0,若函数f(x)和g(x)在区间[-1,+∞)上单调性一致,求实数b的取值范围; (2)设a<0且a≠b,若函数f(x)和g(x)在以a,b为端点的开区间上单调性一致,求...
【单选题】白细胞总数与中性粒细胞百分率均增高同时有明显核左移时,常表示()
A.
造血功能衰退
B.
应用抗代谢药物
C.
感染严重
D.
轻度感染
E.
感染已近恢复期
【单选题】已知f(x)=8+2x-x 2 ,如果g(x)=f(2-x 2 ),那么g(x)(  )
A.
在区间(-1,0)上是减函数
B.
在区间(0,1)上是减函数
C.
在区间(-2,0)上是增函数
D.
在区间(0,2)上是增函数
【简答题】已知a,b是实数,函数f(x)=x 3 +ax,g(x)=x 2 +bx,f′(x)和g′(x)分别是f(x)和g(x)的导函数,若f′(x)·g′(x)≥0在区间I上恒成立,则称f(x)和g(x)在区间上单调性一致, (1)设a>0,若f(x)和g(x)在区间[-1,+∞)上单调性一致,求b的取值范围; (2)设a<0且b≠0,若f(x)和g(x)在以a,b为端点的区间上单调性一致,求|a-b|...
【单选题】白细胞总数与中性粒细胞百分率均增高同时有明显核左移时,常表示()
A.
造血功能衰退
B.
感染已近恢复期
C.
感染严重
D.
轻度感染
E.
预后良好
【简答题】已知:a≠0,f(x)=x 3 +ax 2 -a 2 x-1,g(x)=ax 2 -x-1 (1)若a<0时,求y=f(x)的单调区间; (2)若y=f(x)与y=g(x)在区间 (a,a+ 1 2 ) 上是增函数,求a的范围; (3) 若y=f(x)与y=g(x)的图象有三个不同的交点,记y=g(x)在区间[0, 1 4 ]上的最小值为h(a),求h(a).
【单选题】如果在一个页面中的CSS如下: body{font:14px/1.5 "微软雅黑";} p{margin:0;padding:5px 10px;background:#eee;text-indent: 2em;} .test{border:1px solid #333333;padding: 10px;columns:200px ;} 试问,当网页中的段落字数足够且段落采用test这个样式时,该段...
A.
1列
B.
4列
C.
8列
D.
根据浏览器当前尺寸自动适应列数
【简答题】已知函数f(x)=x 2 +px+q和g(x)=x+ 4 x 都是定义在区间A=[1, 5 2 ]上的函数.如果?x∈A,?x 0 ∈A使得f(x)≥f(x 0 ),g(x)≥g(x 0 ),且f(x 0 )=g(x 0 ),则y=f(x)在区间A上的最大值等于 ______.
【单选题】如果在一个页面中的 CSS 如下: body{font:14px/1.5 " 微软雅黑 ";} p{margin:0;padding:5px 10px;background:#eee;text-indent: 2em;} .test{border:1px solid #333333;padding: 10px;columns:200px ;} 试问,当网页中的段落字数足够且段落采用 test 这个...
A.
1列
B.
4列
C.
8列
D.
根据浏览器当前尺寸自动使用列数
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