2016辽宁国家公务员考试行测—资料分析(11.5)04
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:
据所给图表,回答下列问题。
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
观众与展商每小时入场情况表 (单位:人次)
1.下列哪个时间展商入场人数与观众入场人数相差最多
A.27日13点 B.27日14点 C.28日13点 D.28日14点
2.展期内共有多少人次是在16点和17点入场的
A.1029 B.1183 C.1557 D.2326
3.展期内第二个观众入场高峰出现在下列哪个时间
A.27日11点 B.27日12点 C.28日11点 D.29日10点
4.下列说法与资料相符的是
A.9点时展区内的展商比观众多 B.11点后入场的展商呈递减趋势
C.27日10点入场者超过半数是展商 D.29日绝大部分观众是10点入场
5.按照该时间入场的观众与展商的比值呈递减趋势的是:
A.27日15点,28日11点,29日12点 B.28日11点,27日15点,29日12点
C.27日15点,29日12点,28日11点 D.29日12点,27日15点,28日11点
参考答案解析
1.B【解析】27日13点展商人数与观众人数相差604-188=416人,27日14点展商入场人数与观众人数相差651-192=459人,28日13点展商人数与观众人数相差415-112=303人,28日14点展商人数与观众人数相差440-111=329人。
2.B【解析】展期内在16点和17点入场的人数和为670+218+254+40+1=1183。
3.B【解析】通过观察图表即可得知展期内第二个观众入场高峰出现在27日12点,人数为1378人。
4.A【解析】A项说法与资料相符;B项27日11点后入场的展商并不呈递减趋势14、15点呈上涨趋势的;C项中27日10点入场者超过半数应该是观众;D项中29日绝大部分观众是10点、11点、12点入场的。
5.B【解析】通过计算,各时间入场的观众与展商的比值为:27日15点的是5.27,28日11点的是5.46,29日12点的是3.94,所以比值呈递减顺序的B。
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