皮皮学,免费搜题
登录
logo - 刷刷题
搜题
【简答题】
Do you know of anyone who uses the truth to cheat? When someone tells you something that is true, but leaves out (略去) important information that should be inside, he can give you a false picture. For example, someone 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 is 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 (政客) often use this trick. Let’s say that during Governor Smith’s last term, her state lost one million jobs and got three million jobs. Then she tries to get another term. One of her opponents (竞争对手) says, “During Governor Smith’s term, the state lost one million jobs!” That’s true. However, an honest statement would have been, “During Governor Smith’s term, the state had increased two million jobs.’’ Advertisers 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 say that they only asked ten doctors and nine of them work for the Yucky Company. This kind of cheating happens too often. It’s a sad fact of life: Lies are lies, and sometimes the truth can lie as well. 小题1:We may infer that the author believes people should ________. A.buy lottery tickets if possible B.make use of half–truths C.be careful about what they are told D.not trust the Yucky Company 小题2:How many examples does the writer give to show how the truth is used to cheat? A.One B.Two C.Three D.Four 小题3:Which of the following is TRUE according to the passage? A.Using half truths is against the law. B.Technically, half truths are in fact lies. C.Yucky Pills is a very good medicine for toothache. D.Governor Smith did a good job during her last term. 小题4:Which of the following best expresses the main idea of the passage? A.He’s really a big loser! B.Sometimes the truth can lie as well. C.Advertisers will sometimes use half truths. D.It’s against the law to make false statements.
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
【简答题】若数列{a n }对所有的自然数n都满足a 1 +2a 2 +2 2 a 3 +…+2 n-1 a n =8-5n,求数列{a n }的前n项的和S n .
【简答题】已知数列{a n }为等比数列. (1)若a 1 +a 2 +a 3 =21,a 1 a 2 a 3 =216,求a n ; (2)若a 3 a 5 =18,a 4 a 8 =72,求公比q.
【简答题】已知Fibonacci数列为0,1,1,2,3,5,8,13,21,…试用差分方程求数列的第k项。
【简答题】已知数列{a n }是公差不为零的等差数列,且a 2 =3,又a 4 ,a 5 ,a 8 成等比数列 (1)求数列{a n }的通项公式; (2)设S n 为数列{a n }的前n项和,求使a n =S n 成立的所有n的值.
【简答题】等比数列{a n }中,已知a 3 =8,a 6 =. (1)求数列{a n }的通项公式; (2)若a 3 ,a 5 分别为等差数列{b n }的第3项和第5项,试求数列{b n }的通项公式及前n项和S n .
【简答题】数列{a n }满足a 1 =1且8a n+1 a n -16a n+1 +2a n +5=0(n≥1).记 b n = 1 a n - 1 2 (n≥1) . (Ⅰ)求b 1 、b 2 、b 3 、b 4 的值; (Ⅱ)求数列{b n }的通项公式及数列{a n b n }的前n项和S n .
【单选题】习近平总书记强调,中国特色社会主义政治制度之所以行得通、有生命力、有效率,就是因为它是从中国的社会土壤中生长起来的。中国特色社会主义政治制度过去和现在一直生长在中国的社会土壤之中,未来要继续茁壮成长,也必须深深扎根于中国的社会土壤。这说明 1中国特色社会主义政治制度是适合我国国情的好制度 2要坚持制度自信,固守人民代表大会制度不动摇 3发展社会主义民主政治绝不能照搬西方的政治制度 4要立足中国国情...
A.
②③
B.
①③
C.
①④
D.
②④
【多选题】下列项目中,属于“销售费用”账户核算内容的是( )。
A.
产品展览费
B.
业务招待费
C.
预计产品质量保证损失
D.
销售部门人员工资
【简答题】已知等差数列{a n },d≠0,a 5 =8,且项a 5 ,a 7 ,a 10 分别是某一等比数列{b n }中的第1,3,5项,(1)求数列{a n }的第12项  (2)求数列{b n }的第7项.
【简答题】已知数列{a n }为递增的等比数列,且a 3 、a 8 分别是方程x 2 -66x+128=0的两根. (1)求a 5 ?a 6 的值; (2)求数列{a n }的通项公式; (3)以数列{a n }中的偶数项作为一个新的数列{b n },求数列{b n }的通项公式,并求前n项和S n .
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