2016辽宁国家公务员考试行测—资料分析(11.5)01
2016辽宁国家公务员考试行测—资料分析(11.5)MicrosoftInternetExplorer402DocumentNotSpecified7.8 磅Normal0辽宁公务员培训放心机构:知满天教育,提醒各位考生,注意合理安排时间,科学备考。
以下由知满天教育提供:
根据下表,回1-5题
http://ln2.zhimantian.com/gwy/tiku/mryl/2015/1105/data:image/png;base64,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
1.根据上表数据不能得出的结论是( )。
A.我国水资源分布不平衡
B.全国各个江河流域地下水储量不平衡
C.全国各个地区的江河数量不平衡
D.我国各个江河流域的降水量不平衡
2.地表水资源量占各个流域的水资源总量的比例最大的是( )。
A.松花江 B.长江 C.珠江 D.黄河
3.下列说法正确的是( )。
A.全国各个水系的地表水都比地下水丰富
B.降水是各个江河水资源的主要来源
C.珠江的流域面积比辽河大
D.西南诸河的地表水是其水资源总量的主要构成
4.地下水资源总量高于地表水资源总量的是( )。
A.海河 B.长江 C.珠江 D.辽河
5.下列叙述错误的是( )。
A.长江流域的水资源丰富,流域面积广,应充分利用
B.由于降水量少,海河与辽河的水资源储量在全国属于匮乏地区
C.地下水与地表水的匮乏是造成西北诸河水资源匮乏的原因
D.珠江流域在全国属于少雨地区
参考答案解析
1.C。江河数量在表中未涉及。
2.C。地表水资源量占各流域的资源总量比例:松花江为0.85,长江为O.9896,珠江为O.997,黄河为0.83。故本题正确答案为C。
3.D。海河地表水资源量小于地下水资源量,A项说法错误;B项结论在资料中没有依据,C项也不能得出;西南诸河的地表水资源与水资源总量大致相等,故 D为正确答案。
4.A。通过上表分析,A为正确答案。
5.D。珠江流城的降水量为7587.9亿立方米,应属于全国多雨地区。
MicrosoftInternetExplorer402DocumentNotSpecified7.8 磅Normal0
辽宁公务员考试网辽宁省考面试培训
辽宁公务员培训辽宁公务员面试
页:
[1]