2016年成人高考高起点每日一练(7月30日)
在线测试本批《每日一练》试题,可查看答案及解析,并保留做题记录 >> 在线做题
单项选择题
1、![](data:image/png;base64,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)
A.A
B.B
C.C
D.D
2、More than one-third of the Chinese in the United States live in California, _____ in San Francisco.
A.previously
B.predominantly
C.practically
D.permanently
3、
A.f(x)=x+2√x-1
B.f(x)=x-1+2√x
C.f(x)=x+2√x+1
D.f(x)=x+1+2√x
4、 命题p:α=30°,命题q:sinα=1/2,则p是q的
A.充分但不必要条件
B.必要但不充分条件
C.充要条件
D.既不充分也不必要条件
5、 阅读下列短文,回答题。
Look at the slopes(斜坡) of a hill on a rainy day. You will see many streams of muddy(泥泞的)water running down the slopes. The water is muddy because it washes away soil from the hill slopes.
When the soil is carried away by water we say that the soil is being eroded.
Loss of soil takes place most easily on hill slopes. Rain water runs down slopes quickly and carries plenty of soil with it. Loss of soil can also take place on flat, open land.
Plants cannot grow on such land because there is not enough soil on it to give them the things they need. Plants need water and salts from the soil.
One way of stopping loss of soil on flat, open ground is to grow small plants such as grasses.
These plants are called cover crops. Their roots hold the soil tightly together. So the rain water cannot wash away the soil.
Loss of soil on slopes can be stopped in a number of ways. One way is to cut a slope into "steps"called terraces, so that water carrying soil cannot run straight down the slope. It has to run down the terraces. This slows down the flow of the water. Most of the soil in the water is left behind on the terraces. Water can carry away the soil only if it is flowing fast. In this way, the soil washed away from the upper part of the slope will be left on the terraces. The edges of the terraces can also be raised.
These will hold back the rain water and the soil it carries.
Loss of soil might happen when__________.
A.it rains
B.the soil is muddy
C.there is plenty soil
D.there is a stream
6、 Everything was perfect for the picnic __________ the weather.
A.in place of
B.as well as
C.except for
D.in case of
7、 下列四句话填写在文中的横线上,顺序恰当的是( )
①仰望着蓝天白云, ②摘下一条碧绿的柳叶,
③吹一声尖厉的哨子, ④卷成一个小筒,
她跟着大姐姐,__________ 惊得两个小黄鹂飞起。
A.④③①②
B.②④①③
C.②④③①
D.①③②④
填空题
8、 禁止用工业酒精兑制饮用酒,是因为工业酒精中含有少量使人致盲、致死的有毒物质,该物质是______.
简答题
9、 假定你是中国文化知识大赛组委员会主席李华,写信祝贺参赛选手John Smith获得本次
大赛一等奖,并通知其以下事项:
1.出席12月10日晚在北京友谊宾馆举行的庆祝晚会。2.赢得了免费中国10 Et游。
3.如果能够参加旅游,应将信中所附表格填好,并准备好护照(passport)。组委会将负责
其他相关事宜。
注音.词数为100左右
October 17th,2012
Dear Mr. John Smith,
Sincerely yours,
Li Hua
Chair
Committee of the Chinese Culture Contest
10、 已知抛物线C:x2=2py(p>O)的焦点F在直线l:x-y+1=0上.
(I)求抛物线C的方程;
(Ⅱ)设直线f与抛物线C相交于P,Q两点,求线段PQ中点M的坐标.
1、
A.A
B.B
C.C
D.D
2、More than one-third of the Chinese in the United States live in California, _____ in San Francisco.
A.previously
B.predominantly
C.practically
D.permanently
3、
![](http://wximg.233.com/attached/image/20150924/20150924154537_5796.jpg)
A.f(x)=x+2√x-1
B.f(x)=x-1+2√x
C.f(x)=x+2√x+1
D.f(x)=x+1+2√x
4、 命题p:α=30°,命题q:sinα=1/2,则p是q的
A.充分但不必要条件
B.必要但不充分条件
C.充要条件
D.既不充分也不必要条件
5、 阅读下列短文,回答题。
Look at the slopes(斜坡) of a hill on a rainy day. You will see many streams of muddy(泥泞的)water running down the slopes. The water is muddy because it washes away soil from the hill slopes.
When the soil is carried away by water we say that the soil is being eroded.
Loss of soil takes place most easily on hill slopes. Rain water runs down slopes quickly and carries plenty of soil with it. Loss of soil can also take place on flat, open land.
Plants cannot grow on such land because there is not enough soil on it to give them the things they need. Plants need water and salts from the soil.
One way of stopping loss of soil on flat, open ground is to grow small plants such as grasses.
These plants are called cover crops. Their roots hold the soil tightly together. So the rain water cannot wash away the soil.
Loss of soil on slopes can be stopped in a number of ways. One way is to cut a slope into "steps"called terraces, so that water carrying soil cannot run straight down the slope. It has to run down the terraces. This slows down the flow of the water. Most of the soil in the water is left behind on the terraces. Water can carry away the soil only if it is flowing fast. In this way, the soil washed away from the upper part of the slope will be left on the terraces. The edges of the terraces can also be raised.
These will hold back the rain water and the soil it carries.
Loss of soil might happen when__________.
A.it rains
B.the soil is muddy
C.there is plenty soil
D.there is a stream
6、 Everything was perfect for the picnic __________ the weather.
A.in place of
B.as well as
C.except for
D.in case of
7、 下列四句话填写在文中的横线上,顺序恰当的是( )
①仰望着蓝天白云, ②摘下一条碧绿的柳叶,
③吹一声尖厉的哨子, ④卷成一个小筒,
她跟着大姐姐,__________ 惊得两个小黄鹂飞起。
A.④③①②
B.②④①③
C.②④③①
D.①③②④
填空题
8、 禁止用工业酒精兑制饮用酒,是因为工业酒精中含有少量使人致盲、致死的有毒物质,该物质是______.
简答题
9、 假定你是中国文化知识大赛组委员会主席李华,写信祝贺参赛选手John Smith获得本次
大赛一等奖,并通知其以下事项:
1.出席12月10日晚在北京友谊宾馆举行的庆祝晚会。2.赢得了免费中国10 Et游。
3.如果能够参加旅游,应将信中所附表格填好,并准备好护照(passport)。组委会将负责
其他相关事宜。
注音.词数为100左右
October 17th,2012
Dear Mr. John Smith,
Sincerely yours,
Li Hua
Chair
Committee of the Chinese Culture Contest
10、 已知抛物线C:x2=2py(p>O)的焦点F在直线l:x-y+1=0上.
(I)求抛物线C的方程;
(Ⅱ)设直线f与抛物线C相交于P,Q两点,求线段PQ中点M的坐标.