首页
外语
计算机
考研
公务员
职业资格
财经
工程
司法
医学
专升本
自考
实用职业技能
登录
外语
Where was the drug trafficker most likely to be arrested?
Where was the drug trafficker most likely to be arrested?
admin
2014-04-25
83
问题
Where was the drug trafficker most likely to be arrested?
Singapore executed an Australian drug trafficker this morning, spurning repeated appeals from Australia for clemency. Nguyen Tuong Van was hanged at dawn. Australian Prime Minister, John Howard, says the execution may breed resentment towards the city-state, but ruled out any diplomatic action. Friends and supporters of Nguyen Tuong Van held vigils outside the maximum-security prison where the 25-year-old was executed. Nguyen was found with about 400 grams of heroin at Singapore’s Changi Airport in 2002 on route from Cambodia to Australia. He said he planned to sell the drugs to help pay off the debts of his twin brother. Appeals for clemency by the Australian government and his lawyers failed and he was hanged at six o’clock this morning.
选项
A、In Australia.
B、In Singapore.
C、In Cambodia.
D、In Austria.
答案
B
解析
地点细节题。新闻提到了几个相关的地名,它们和事件之间存在不同的联系,阮祥文是在新加坡的Changi机场被查获的,而且这是在从柬埔寨飞往澳大利亚的中转站。如果没有听到这一句,只要听到第1句也可准确作答。第1句说新加坡处死了该毒贩,所以抓捕毒犯最可能的地方应该是新加坡(如果是在别的国家被抓则新加坡无权处决犯人),答案选B项。
转载请注明原文地址:https://www.kaotiyun.com/show/2cUK777K
0
专业英语四级
相关试题推荐
MarjorieRicewasanunlikelycandidatefortheroleofmathematicalinnovator.Shehadnoformaleducationinmathematicsands
MarjorieRicewasanunlikelycandidatefortheroleofmathematicalinnovator.Shehadnoformaleducationinmathematicsands
Peoplearemorelikelytomakeapurchase______.
HowmanyunidentifiedbodiesarelikelytobeBurmese?
HowmanyunidentifiedbodiesarelikelytobeBurmese?
Hiscarelessnessis______makeitunlikelythathewillpasstheexamination.
Itiswellknownthatteenageboystendtodobetter(1)_____maththangirls,thatmalehighschoolstudentsaremorelikelytha
随机试题
根据《2010通则》,FOB与FAS的主要区别是()
扶正祛邪的基本原则是
评价大气环境影响的基本原则包括()。
在报价编制过程的中,市场人员的作用是()。
生产过程的比例性是指在()之间,在生产能力上保持符合产品制造数量和质量要求的比例关系。
医务社会工作是医疗卫生服务系统的有机组成部分。下列社会工作服务中,不属于医务社会工作内容的是()
唯物辩证法的实质与核心是()。
阅读下列函数说明和C函数,将应填入(n)处的字句写在对应栏内。[说明]Kruskal算法是一种构造图的最小生成树的方法。设G为一无向连通图,令T是由G的顶点构成的于图,Kmskal算法的基本思想是为T添加适当的边使之成为最小生成树:初始时,T中的
在VisualFoxPro中,用指定值直接修改当前表记录的命令是()。
Whatdoesthemanmean?
最新回复
(
0
)