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【简答题】
In what now seems like the prehistoric times of computer history, the early post-war era, there was a quite widespread concern that computers would take over the world from man one day. Already today, less than forty years later, as computers are relieving us of more and more of the routine tasks in business and in our personal lives, we are faced with a less dramatic but also less foreseen problem. People tend to be over-trusting of computers and reluctant to challenge their authority. Indeed, they behave as if they were hardly aware that wrong buttons may be pushed, or that a computer may simply malfunction. Obviously, there would be no point in investing in a computer if you had to check all its answers. But people should also rely on their own internal computer s and check the machine when they have the feeling that something has gone wrong. Questioning and routine double checks must continue to be as much a part of good business as they were in pre-computer days. Maybe each computer should come with the following warning: for all the help this computer may provide, it should not be seen as a substitute for fundamental thinking and reasoning skills.
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举一反三
【单选题】在 20 年代是中国电影“欧化”风格的代表的公司是 ( )
A.
联华电影公司
B.
天一公司
C.
大中华百合公司
D.
明星电影公司
【简答题】请运用定性与定量相结合的方式进行国家利益的衡量
【简答题】如图,抛物线的顶点O在坐标原点,焦点在y轴负半轴上. 过点M(0,-2)作直线l与抛物线相交于A,B两点,且满足 OA + OB =(-4,-12) . (Ⅰ)求直线l和抛物线的方程; (Ⅱ)当抛物线上一动点P从点A向点B运动时,求△ABP面积的最大值.
【单选题】某商品的市场供给曲线是一过原点的直线,则其供给的价格弹性是
A.
随价格的变化而变化
B.
恒为1
C.
为其斜率值
D.
不可确定
【单选题】某商品的市场供给曲线是一过原点的直线,则其供给的价格弹性
A.
随价格的变化而变化
B.
恒为1
C.
为其斜率值
D.
不可确定
【单选题】—How is the weather in winter in Harbin? —Oh, it's very _ there. [     ]
A.
sunny
B.
cold
C.
humid
D.
cloudy
【简答题】已知顶点在原点、焦点F在y轴正半轴上的抛物线Q 1 过点(1,2),抛物线Q 2 与Q 1 关于x轴对称, (Ⅰ)求抛物线Q 2 的方程; (Ⅱ)过点F的直线交抛物线Q 1 于点A(x 1 ,y 1 ),B(x 2 ,y 2 )(x 1 <x 2 ),过A,B分别作Q 1 的切线l 1 , l 2 ,记直线l 1 与Q 2 的交点为M(m 1 ,n 1 ),N(m 2 ,n 2 )(m 1 <m ...
【单选题】“大中华百合”在 20 年代是中国电影“欧化”风格的代表,与“大中华百合”正相反,哪家电影公司的制片方针被概括为“注重旧道德、旧伦理,发扬中华文明,力避欧化”( )。
A.
天一影片公司
B.
明星影片公司
C.
昆仑电影公司
D.
文华电影公司
【简答题】抛物线C的顶点在坐标原点,焦点在y轴的负半轴上,过点M(0,-2)作直线l与抛物线C交于A,B两点,且满足 =(-4,-12)。 (1)求直线l和抛物线C的方程; (2)当抛物线C上一动点P从点A向点B运动时,求△ABP的面积的最大值; (3)在抛物线C上是否存在关于直线l对称的相异两点?若存在,请找出;若不存在,请说明理由。
【简答题】已知抛物线G的顶点在原点,焦点在y轴正半轴上,点P(m,4)到其准线的距离等于5. (I)求抛物线G的方程; (II)如图,过抛物线G的焦点的直线依次与抛物线G及圆x 2 +(y﹣1) 2 =1交于A、C、D、B四点,试证明|AC| |BD|为定值; (III)过A、B分别作抛物G的切线l 1 ,l 2 且l 1 ,l 2 交于点M,试求△ACM与△BDM面积之和的最小值.
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