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【单选题】
I lost my sight when I was four years old by falling off a box car in a freight yard in Atlantic City and landing on my head. Now I am thirty-two. I can vaguely remember the brightness of sunshine and what color red is. It would be wonderful to see again, but a disaster can do strange things to people. It occurred to me the other day that I might not have come to love life as I do if I hadn't been blind. I believe in life now. I am not so sure that I would have believed in it so deeply, otherwise. I don't mean that I would prefer to go without my eyes. I simply mean that the loss of them made me appreciate the more what I had left. Life, I believe, asks a continuous series of adjustments to reality. The more readily a person is able to make these adjustments, the more meaningful his own private world becomes. The adjustment is never easy. I felt helpless and afraid. But I was lucky. My parents and my teachers saw something in me--a potential to live, you might call it--which I didn't see, and they made me want to fight it out with blindness. The hardest lesson I had to learn was to believe in myself. That was basic, If I hadn't been able to do that, I would have collapsed and become a chair rocker on the front perch for the rest of my life. When I say belief in myself I am not talking about simply the kind of self-confidence that helps me down an unfamiliar staircase alone. That is part of it. But I mean something bigger than that: an assurance that I am, despite imperfections, a real, positive person that somewhere in the sweeping, intricate pattern of people there is a special place where I can make myself fit. It took me years to discover and strengthen this assurance. It had to start with the most elementary things. Once a man gave me an indoor baseball. I thought he was making fun of me and I was hurt. 'I can't use this,' I said. 'Take it with you,' he urged me, 'and roll it around.' The words stuck in my head. 'Roll it around!' By rolling the ball I could hear where it went. This gave me an idea how to achieve a goal I had thought impossible: playing baseball. At Philadelphia's Overbrook School for the Blind I invented a successful variation of baseball. We called it ground ball. All my life I have set ahead of me a series of goals and then tried to reach them, one at a time. I had to learn my limitations. It was no good to try for something I knew at the start was wildly out of reach because that only invited the bitterness of failure. I would fail sometimes anyway but on average I made progress. The disaster that happened when the writer was 4 years old ______.
A.
makes him believe in life more deeply than the other people.
B.
makes him appreciate the value of the rest of his faculties.
C.
makes him prefer going without his eyes.
D.
strengthens his memory of the color of red.
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【多选题】风险量指的是( )。
A.
不确定的损失程度
B.
风险函数
C.
风险概率大小
D.
损失发生的概率
【简答题】数据通信方式可分为____、____和____三种。
【单选题】风险量指的是( )。
A.
不确定的损失程度
B.
风险函数
C.
风险概率大小
D.
损失发生的概率
【判断题】桑叶的功效有疏散风热,清肺润燥,平肝明目,凉血止血。
A.
正确
B.
错误
【单选题】小林婚后辞职在家,专心做起全职妈妈,在孩子过完 5 周岁生日后,小林在日记里这样 写道:“与孩子在一起的日子是开心的,可终究还是有放飞的一天,这些年我为家庭倾注了 太多心血,感觉像蜡烛样被耗竭, 每天在家面对的都是几张熟悉的面孔。我不想再像囚鸟 似的困在笼中,我想出去看看外面的世界。”根据阿尔德弗尔的 ERG 理论,小林的日记中反 映出她目前主要的需要是( )
A.
生存的需要
B.
尊重的需要
C.
成长的需要
D.
关系的需要
【单选题】风险量指的是( )。
A.
不确定的损失程度    B、风险函数    C、风险概率大小
B.
损失发生的概率      E、实际损失的大小
【简答题】按照通信方向和工作方式来分,数据通信方式可以分为__、___和____三种类型。
【单选题】下列有关QSAR说法错误的是
A.
全称为定量构效关系
B.
借助分子的理化性质参数或结构参数进行研究药物
C.
研究构象和药效之间的质变规律
D.
QSAR常见的Hansch方法,所用的参数是由化合物二维结构测得
【简答题】桑叶的功效有____、____。
【多选题】桑叶的功效有()。
A.
疏散风热
B.
清肺润燥
C.
息风止痉
D.
平肝明目
E.
凉血止血
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