公务员考试网 发表于 2017-6-27 23:49:16

2016辽宁国家公务员考试行测练习—资料分析48

2016辽宁国家公务员考试行测练习—资料分析48
    以下由知满天教育提供:
    一、根据以下资料,回答1—5题
2009年5月全国邮电业务基本情况
   
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
    1、2009年1—5月,邮电系统平均每月订销报纸、杂志约多少亿份?( )
A、13.7 B.14.2 C.14.6 D.17.8
2、按2009年5月业务同比增长率从高到低排列,以下正确的是:( )
A、函件—包裹—快递 B、汇票—包裹—快递
C、快递—汇票—函件 D、函件—汇票—包裹
3、2008年1—5月,移动电话长途通话时长约是固定传统长途电话通话时长的多少倍?( )
A、3.4 B、2.5 C、1.9 D、0.5
4.假如平均每条移动短信的业务费用为0.1元,则2009年5月移动短信业务总量占当月电信业务总量的比重约为:( )
A、2.8% B、3.0% C、3.2% D、6.4%
5、能够从上述资料中推出的是:( )
A、2009年5月,各项电信业务与去年同期相比均有所增长
B、2009年5月,各项邮政业务营业状况均好于1—4月平均水平
C、2009年5月,移动电话长途通话占移动电话通话总时长的10%以上
D、2009年1—5月,电信业务同比增长率高于邮政业务
二、根据以下资料回答6—10题
新中国成立后,经过60年特别是改革开放以来的建设,我国公共卫生体系初步建立,卫生服务能力明显增强。2008年全国共有卫生机构27.8万个,比1949年增加约75倍;
卫生技术人员为503万人,比1949年增加9.0倍;亿元和卫生院床位数为374.8万张,比1949年增加45.9倍;每千人口医院,卫生院床位数为2.8张,远高于1949年0.15张的水平。
1949—2008年公共卫生体系发展状况统计表
   
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
    6、1949—2008年,我国卫生机构平均每年约增加:( )
A、4736      B、4655      C、4578      D、4397
7、建国以来,我国医院和卫生院床位数年平均增长率最高的时期为:( )
A、1957——1962年      B、1962——1965年
C、1965——1978年      D、1978——1985年
8、与1978年相比,2008年平均每个卫生机构的卫生技术人员数约增加了:( )
A、5%      B、15%      C、25%      D、35%
9、2008年,每万人拥有的卫生机构数量约是1949年的多少倍?( )
A、3      B、8      C、15      D、30
10、能够从上述资料中推出的是:( )
A、1957年,我国卫生技术人员总数首次超过百万
B、1949年,我国每千人口拥有的卫生技术人员数不足1人
C、2005——2008年,医院和卫生院床位数年均增长率超过10%
D、20世纪80年代后期,我国卫生机构的数量呈现负增长态势
答案解析:
1、解析:B 邮电系统平均每月订销报纸、杂志约(66.8+4.29)÷5=14.2亿份。
2、解析:C 从表中数据可知,只有C项排列是正确的。
3、解析:B ÷=1.9倍。
4、解析:B 比重约为(643.2×0.1)÷2141.2≈3%。
5、解析:B 从表中可以看出,有些电信业务相比于去年同期是有所下降的,如包裹业务,A项错误;
要知道5月业务状况好于1~4月平均水平,只要看5月业务量大于1~5月累计量的1/5即可,观察表格可知,B项正确;
移动电话长途通话时长为895.2亿分钟,移动电话通话时长为13770.2亿分钟,不足10%,C项错误;
电信业务总量同比增长率为11.3%,邮政业务同比增长率为12.7%,D项错误。
6、解析:B 由表中数据直接计算即可,平均每年约增加(278337-3670)÷(2008-1949)=4655个。
7、解析:B 1957~1962年,1962~1965年,1965~1978年,1978~1985年卫生院床位数的平均增长率为(69-30)÷5,(77-69)÷3,(185-77)÷13,(223-185)÷7,很显然1965~1978年的最大,C项最高。
8、解析:C 2008年平均每个卫生机构的卫生技术人员数为503÷27.8=18.09,1978年的为246÷17=14.5,估算可以看出,增长了25%。
9、解析:D 2008年,每万人拥有的卫生机构数量约是1949年的÷30倍。
10、解析:B 
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