资料分析精选练习(5月10日)
2010年末,某市民用车辆拥有量达309.7万辆,同比增长8.7%。其中,进口车拥有量12.54万辆,增长43.2%。2010年某市名用车辆拥有量:2010 年末,该市个人车辆拥有量229.83万辆,同比增长9.2%,个人汽车拥有量103.85万辆,增长21.9%,其中个人轿车拥有量86.54万辆,增 长21.8%。2010年该市新注册车39.76万辆,同比增长44.1%,其中新注册汽车33.79万辆,增长50.1%,全年报废车辆5.81万辆, 比2009年下降53.1%。2010年末,该市机动车驾驶人员数量为448.48万人,比上年增长9.2%,其中汽车驾驶人员412.56万人,增长 13.7%。
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
1、2009年末,该市进口车拥有量占民用车辆的比重约为多少?
A、2%
B、3%
C、4%
D、5%
2、2010年末,该市民用车辆拥有量比上年末增加多少万辆?
A、19.8
B、24.8
C、29.8
D、34.8
3、按2010年该市民用车辆拥有量,从多到少排列,以下正确的是:
A、汽车挂车电车
B、汽车拖拉机挂车
C、摩托车电车拖拉机
D、摩托车汽车挂车
4、关于2010年末该市民用车辆拥有状况,下列说法与资料不符的是:
A、个人车辆占民用车辆的比重同比上升
B、个人汽车占个人车辆的比重同比上升
C、个人轿车占个人汽车的比重同比上升
D、汽车驾驶人员占机动车驾驶人员的比重同比上升
5、下列说法与资料相符的是:
A、2009年该市新注册车辆数多于报废车辆数
B、2010年该市拥有的民用车辆中汽车所占比重超过6成
C、 2010年该市进口车拥有量同比增速低于民用车辆平均水平
D、2010年该市汽车拥有量大幅上涨的原因是报废车辆数量大幅下降
答案及详细解析
1、中政行测在线备考平台解析:2009 年末,该市进口车拥有量占民用车辆的比重为 (12.54/309.7) × (1+8.7%)/(1+43.2%) ,因选项量级相同,故可不考虑小数点的位置,且选项具有一定差距,因此可做小幅度的估算。将原式估算为 (120/30)×(1.1/1.4) = 4.4/1.4 ≈3,结合选项,2009年末该市进口车拥有量占民用车辆的比重约为3%。因此本题正确答案为B。
2、中政行测在线备考平台解析:因选项具有一定差距,故可将8.7%估算为8.3%≈ 1/12 ,2010年末该市民用车辆拥有量的同比增长量为309.7÷(1+1÷ (1/12) )=309.7÷13,直除,首位商2,排除A、C、D。因此本题正确答案为B。
3、中政行测在线备考平台解析:直接读数比较,A项符合从多到少排列,正确; B项,拖拉机1.16<挂车3.54,错误; C项,电车0.02<拖拉机1.16,错误; D项,摩托车129.12<骑车170.25,错误; 因此本题正确答案为A。
4、中政行测在线备考平台解析:2010年末个人车辆的增长率为9.2%,民用车辆的增长率为8.7%,部分增长率大于整体增长率,比重上升, A正确; 2010年末个人汽车同比增长率为21.9%,2010年末个人车辆的增长率为9.2%,部分增长率大于整体增长率,比重上升, B正确; 2010年末个人轿车同比增长率为21.8%,个人汽车同比增长率为21.9%,部分增长率小于整体增长率,比重下降,C错误; 2010年末,汽车驾驶人员同比增长率13.7%,该市机动车驾驶人员同比增长率9.2%,部分增长率大于整体增长率,比重上升,D正确。 因此本题正确答案为C。
5、中政行测在线备考平台解析:2009 年该市新注册车辆数为 39.76/(1+44.1%) >39/1.5 =26,报废车辆数为 5.81/(1-53.1%) < 6/0.4 =15,明显2009年该市新注册车辆数多于报废车辆数,A正确;2010年该市拥有的民用车辆中汽车所占比重为 170.25/309.7,首位明显商不到6,因此B错误; 2010年该市进口车拥有量同比增速43.2%,高于民用车辆同比增速8.7%,C错误; D项材料中并未提及; 因此本题正确答案为A。
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