皮皮学,免费搜题
登录
logo - 刷刷题
搜题
【简答题】
阅读理解 Do you know of anyone who uses the truth to deceive (欺骗) ? When someone tells you something that is true, but leaves out important information that should be included, he can give you a false picture. For example , some might say, 'I just won a hundred dollars on the lottery (彩票) . It was great. I took that dollar ticket back to the store and turned it in for one hundred dollars! ' This guy's a winner , right?  Maybe , maybe not. We then discover that he bought  $200 worth of tickets, and only one was a winner. He's really a big loser! He didn't say anything that was false, but he left out important information on purpose. That's called a half-truth. Half-truths are not technically lies, but they are just as dishonest. Some politicians often use this trick. Let's say that during Governor Smith's last term,her state lost one million jobs and gained three million jobs. Then she seeks another term. One of her opponents (对 手) says, ' During Govemor Smith's term, the state lost one million jobs ! ' That's true. However, an honest statement would  have been , ' During Govemor Smith's term , the state had a net gain of two million jobs. ' Advertisers(广告商) will sometimes use half-truths. It's against the law to make false statements so they try to mislead you with the truth. An advertisement might say, ' Nine out of ten doctors advised their patients to take Yucky Pills to cure toothache. ' It fails to mention that they only asked ten doctors and nine of them work for the Yucky Company. This kind of deception happens too often. lt's a sad fact of life :Lies are lies , and sometimes the truth can lie as well. 1. How much did the lottery winner lose? A. One hundred dollars. B. Two hundred dollars. C. Three hundred dollars. D. Four hundred dollars. 2. We may infer that the author believes people should___________. A. buy lottery tickets B. make use of half-truths C. not take anything at face value D. not trust the Yucky Company 3. What do the underlined words ' net gain'in Paragraph 5 mean? A. Final increase. B. Big advantage. C. Large share. D. Total saving. 4. What can we know from the example of the Yucky Pill advertisement? A. False statements are easy to see through. B. Half-truths are often used to mislead people. C. Doctors like to act in advertisement. D. Advertisements are based on facts.
手机使用
分享
复制链接
新浪微博
分享QQ
微信扫一扫
微信内点击右上角“…”即可分享
反馈
参考答案:
举一反三
【单选题】以下哪一个不属于 UML 视图( )。
A.
用例视图
B.
逻辑视图
C.
并发视图
D.
活动视图
【单选题】关于支持细胞,下列哪项错误?
A.
胞体高大,呈锥体形
B.
光镜下外形不易分辨
C.
生精细胞嵌在其侧面和腔面
D.
相邻支持细胞侧突形成紧密连接
E.
分泌雄激素
【单选题】建设中国特色社会主义法治体系,要维护宪法尊严、权威,健全宪法()和监督制度。
A.
修订
B.
宣誓
C.
实施
D.
完善
【单选题】色彩的色饱和度指的是彩色的( )。
A.
亮度
B.
种类
C.
纯度
D.
以上都不对
【单选题】681色彩的色饱和度指的是彩色的()
A.
亮度
B.
种类
C.
纯度
D.
以上部不对
【单选题】维护宪法尊严、权威,应健全( )。
A.
社会主义初级阶段理论
B.
宪法实施和监督制度
C.
行政和执法制度
D.
宪法的宣传制度
【单选题】维护宪法尊严、权威,应健全( )。
A.
宪法的宣传制度
B.
社会主义初级阶段理论
C.
行政和执法制度
D.
宪法实施和监督制度
【多选题】设总体X服从均值为θ的指数分布, 其中θ>0为未知参数。设【图片】是简单随机样本,用【图片】来估计θ,以下说法哪个是正确的?
A.
无论 取何值, T(a)的均方误差均为
B.
为 θ 的无偏估计的充分必要条件是a=1.
C.
无论 取何值,T(a) 的均方误差均为 .
D.
无论 取何值,T (a) 的均方误差均为
E.
与 都是 θ 的无偏估计
F.
的均方误差为 0
【简答题】设总体X的均值为0,方差【图片】未知,【图片】是X的简单随机样本,【图片】是样本均值,则以下哪个选项是总体方差【图片】的矩估计量?A. B. C. D. E. F. G.
【单选题】以下哪一个不属于UML视图( )。
A.
用例视图
B.
逻辑视图
C.
并发视图
D.
活动视图
相关题目:
参考解析:
知识点:
题目纠错 0
发布
创建自己的小题库 - 刷刷题