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
Which of the following is NOT mentioned as a problem for office employees? What’s the attitude of some local governments toward
Which of the following is NOT mentioned as a problem for office employees? What’s the attitude of some local governments toward
admin
2009-06-15
52
问题
Which of the following is NOT mentioned as a problem for office employees?
What’s the attitude of some local governments towards telecommuting?
选项
A、They approve of it.
B、They are against it.
C、They are indifferent to ti.
D、They force it into application.
答案
A
解析
根据文章第二段“local governments arc encouraging companies to start telecommuting programs in order to reduce rush—hour congestion and improve air quality.”,可知选项A符合题意。
转载请注明原文地址:https://kaotiyun.com/show/zHFd777K
本试题收录于:
职称英语综合类B级题库职称英语分类
0
职称英语综合类B级
职称英语
相关试题推荐
AHeroicWoman ThewholeoftheUnitedStatescheereditslatesthero,AshleySmith,withtheFederalBureauoflnvestigationsa
TheTeacher’sInfluenceupontheDevelopmentofAttitudesOfalltheareasoflearning,themostimportantisthedevelopmen
AthevolunteersdoBbecauseshedoesnothaveaweightproblemCbecausethelifetherecanbeveryboringDmakepeopleovere
Itisestimatedthataround10percentoftheflatroofsinGermanyaregreen.Onefocusinthegreenroofresearchistheeval
InflationBusinessandgovernmentleadersalsoconsidertheinflationratetobeanimportantgeneralindicator.Inflationi
InflationBusinessandgovernmentleadersalsoconsidertheinflationratetobeanimportantgeneralindicator.Inflationi
Thesearetheirmotivesfordoingit.
Theseareourmotivesfordoingit.
Mostparentsthesedayshavetorelyontheirforceofpersonalityandwhateverloveandrespecttheycaninspireto(31)anyin
随机试题
慢支伴小气道阻塞时,最早出现的肺功能改变是
组织兴奋性处于绝对不应期时,其刺激阈值为
患者,男,32岁。右侧上颌第一恒磨牙咬合疼痛1周,近2日疼痛明显加重,感患牙伸长,并出现自发痛,无放射痛。检查:远中邻颌面树脂充填物完好,叩痛,I度松动,龈(一),根尖区轻度压痛。对诊断最有帮助的一项检查是
脂肪动员的限速酶是
A.pH值改变B.离子作用C.溶剂组成改变D.盐析作用E.直接反应两性霉素B注射液遇氯化钠输液析出沉淀,其原因是()。
某共同犯罪案件,有甲、乙、丙3个被告人,在公安机关侦查过程中,丙因心脏病发作死亡。法院审判阶段,被害人提起附带民事诉讼,将甲、乙以及丙的儿子丁列为被告。但丁考虑其父亲没有留下任何遗产,反而欠下——大笔债,就宣布放弃继承。那么法院应当如何处理?
一般情况下,优先股股东不拥有()。
简述学生解决问题能力的培养。
文人画起源于()。
设f(x)=∫0xecostdt.求∫0πf(x)cosxdx.
最新回复
(
0
)