[問題] PP3 CR 78

看板GMAT (GMAT入學考試)作者 (威廉)時間16年前 (2009/12/28 22:01), 編輯推噓1(106)
留言7則, 2人參與, 最新討論串1/1
To improve the long-term savings rate of the citizens of Levaska, the country's legislature decided to implement a plan that allows investors to save up to $1,000 per year in special accounts without paying taxes on the interest earned unless withdrawals are made before the investor reaches age sixty-five. Withdrawals from these accounts prior to age sixty-five would result in the investor's having to pay taxes on all the accumulated interest at the time of withdrawal. Which of the following, if true, most strongly supports the prediction that the legislature's plan will have its intended effect? A. The money saved in the tax-free savings accounts will be deposited primarily in those banks and financial institutions that supported the legislation instituting the plan. B. The majority of people choosing to take advantage of the tax-free saving s accounts will withdraw their money prior to age sixty-five. C. A significant number of the citizens of Levaska will invest in the tax- free savings accounts well before they reach the age of sixty-five. D. During the ten years prior to implementation of the plan, Levaskans deposited an increasingly smaller percentage of their annual income in long-term savings accounts. E. People who are not citizens of Levaska are not eligible to invest in the tax-free savings accounts, even if their income is taxable in Levaska. 答案是c,我選a,不過我還是不知道c對在哪裡,請大家幫忙解惑,感謝 -- ※ 發信站: 批踢踢實業坊(ptt.cc) ◆ From: 220.136.115.76

12/29 09:18, , 1F
題目問「supports the prediction」,而 prediction 是
12/29 09:18, 1F

12/29 09:19, , 2F
To improve the long-term savings rate of the citize
12/29 09:19, 2F

12/29 09:20, , 3F
而答案 (C) 是「因果支持法」的寫法:有提到 citizens
12/29 09:20, 3F

12/29 09:20, , 4F
有提到 long-term (因為早早儲蓄),有提到 improve
12/29 09:20, 4F

12/29 09:21, , 5F
因為A significant number ... will。所以是五個答案中
12/29 09:21, 5F

12/29 09:21, , 6F
最好的一個。
12/29 09:21, 6F

12/29 10:29, , 7F
瞭解了, 謝謝大大
12/29 10:29, 7F
文章代碼(AID): #1BEBeblv (GMAT)
文章代碼(AID): #1BEBeblv (GMAT)