2016辽宁国家公务员考试行测练习—资料分析46
2016辽宁国家公务员考试行测练习—资料分析46以下由知满天教育提供：
一、根据以下资料，回答1~5题。
根据国土资源部2009年对全国土地利用状况调查和逐级汇总，“十一五”期间，我国耕地面积仍然在逐年减少。由2005年年底的18.31亿亩减少至2009年年底的18.22亿亩。根据“十一五”规划纲要，到2010年末全国耕地面积必须确保不低于18亿亩。
“十一五”期间，我国建设占用耕地1641万亩，灾毁耕地381万亩，生态退耕8065万亩，因农业结构调整减少耕地1293万亩，共计减少全国共新增建设用地900多万亩。同期土地整理复垦开发补充耕地2080万亩。
“十一五”期间，全国共新增建设用地3285万亩，其中，新增独立工矿用地1315万亩，新增城镇建设用地618万亩，新增交通用地546万亩，新增村庄用地477万亩，新增特殊用地、水利设施建设用地等329万亩。
根据变更调查报告，2009年全国新增建设用地427.4万亩，建设占用耕地387.8万亩，其中当年建设占用耕地251.0万亩，比“十五”年均建设占用耕地减少24%，往年未变更上报的建设占用耕地136.8万亩；灾毁耕地53.8万亩；生态退耕509.1万亩；因农业结构调整减少耕地60.3万亩。 东、中部当年新增建设用地各占当年全国新增建设用地的57%、13%。
1、从2005年底到2009年底我国耕地年均减少量为（ ）。
A、210万亩 B、225万亩 C、315万亩 D、900万亩
2、“十一五”期间我国建设占用耕地面积比因农业调整减少的耕地面积（ ）。
A、多14% B、多21% C、多27% D、多32%
3、2009年我国东、中、西部地区新增建设用地的最大差额为（ ）。
A、128.2万亩 B、188.1万亩 C、 212.4万亩 D、243.6万亩
4、2009年全国新增建设用地相比“十一五”期间全国平均新增建设用地（ ）。
A、多40% B、多50% C、少40% D、少50%
5、根据给出的文字材料可以推出的是（ ）。
①2008年我国耕地面积
②2005-2008年我国新增建设用地面积的总和
③2005-2008年我国因农业结构调整减少的耕地面积
A、① B、②和③ C、①、②和③ D、均推不出来
二、根据以下资料，回答6~10题。
2001-2008年我国医学专业招生、在校学生及毕业人数
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
6、2008年我国医学专业招生人数较上年增加速度为（ ）。
A、8.1% B、9.8% C、10.7% D、12.9%
7、2001-2008年我国普通高等学校医学专业招生人数和毕业人数差额最大的一年是（ ）。
A、2002年 B、2003年 C、2004年 D、2005年
8、2001-2008年我国中等职业学校医学专业招生人数增长幅度超过20%的年份有（ ）。
A、2年 B、3年 C、4年 D、5年
9、2001-2008我国普通高等学校中医学专业新生占医学专业在校生比例最低的是（ ）。
A、2003年 B、2005年 C、2006年 D、2008年
10、根据给出的材料，下列说法一定不正确的是（ ）。
A、2001-2008年，我国医学专业招生人数一直大于毕业人数。
B、2001-2008年，我国医学专业一直在扩招。
C、2001-2008年，我国医学专业在校人数增加人数最多的是2006年。
D、2001-2008年，我国医学专业输出人才数量一直在增加
答案解析：
1、B 解析：此题较为简单，直接计算即可，要注意的是要算准2005-2009年到底有几年，从2005年底到2009年底我国耕地年均减少量为：（18.31－18.22）×10000/4=225万亩，所以答案选B。
2、C 解析：“十一五”期间我国建设占用耕地面积比因农业调整减少的耕地面积多的百分比为：（1641－1293）/1293×100%≈27%，所以答案选C。
3、B 解析：2009年我国东、中、西部地区新增建设用地的最大差额为：427.4×（57%－13%）=188.1，所以答案选B。这道题不需要具体求出东、中、西部2009年新增建设用地的具体数值。
4、D 解析：2009年全国新增建设用地相比“十一五”期间全国平均新增建设用地变化比例为：（3285/4－427.4）/3285/4×100%≈50%，所以答案选D。
5、D 解析：材料中没有涉及到2008年我国耕地面积，也没有交代2009年耕地面积减少多少，所以①无法推出；虽然材料中给出的我国耕地面积是从2005年年底开始的数据，但涉及到新增假设用地面积和因农业结构调整减少的耕地面积都是“十一五”期间发生的，所以2005年的数据无法得知，因此②和③都无法推出，所以答案选D。
6、C 解析：这道题比较简单，关键在于要知道医学专业招生包含普通高等学校和中等职业学校，所以2008年我国医学专业招生人数较上年增加速度为：（443443+538974－410229－477527）/（410229+477527）×100％≈10.7%，所以答案选C。
7、D 解析：这道题只需要计算答案给出的四年，具体计算结果如下表所示：
http://ln2.zhimantian.com/gwy/tiku/mryl/2015/1027/data:image/png;base64,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
可以看出2005年普通高等学校医学专业招生人数和毕业人数差额最大，所以答案选D。
8、B 解析：2001-2008年我国中等职业学校医学专业招生人数增长幅度如下表所示：
http://ln2.zhimantian.com/gwy/tiku/mryl/2015/1027/data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAQkAAADeCAIAAAChRmIQAAATl0lEQVR4nO1dTXbkLAzsc+VAfZ6cJueY3SyynnNoFum4+ZGEQALbQvW+972MjWlKVhmwKfsBBP78/UftujW88tJj58ig3B9dpR3AKy89do5MaAPALy89do5MaAPALy89do5MaAPALy89do5MaAPALy89do4Mro0/f/+h/z0CgZ2ASIBS0uNB7ro1vPLSY+fIoNxDG4EXdo5MaAPALy89do5MaAPALy89do5MaAPALy89do5MaAPALy89do5MaAPALy89do5MaAPALy89do5MaAPALy89do5MaAPALy89do5MaAPALy89do5MaANgiFfzkLqAbfTS2piaj11FGWFjvJ5xCUIbANO0caDeQm382Y6WZBrAN6aWh5yv1zMuQWgDQMarTmImg48Ur3+C6U/QMnptMAfaFnaG0AaAWBvCf9Z/C49taqP5d7FRAo6z3zMuQWgDwFobvfXXmcr0CXyZ3s4ktMEgtAEwRxvyS3XXmCq0sQyhDYAL9BvUH+ix9Tit3pLuGhhKCVvuG6ENgAnzDQnQ8mhtaEuE2mgSMSzsDKENgAn3qbp+Be03mJpRbcgpNItJ2rwDQhsAE8ZUXUJCu4uu9uBnUQb5r+yG07QxnAfmLRmrzfCQox/ouq43tSFvwMAhjJ5nn6xluJk2xi6xto2RH8L3LcfGQxIou2Z2ChsjLyY5hPp1imP6d2/fxbdEjt4aztSGvJfvSpqxxkw6pKvBlPIlCdfbGCGEfR1/Eqek9dfz96c+Pr/fm78/P/INrXq6fnSBNrpi15UxJu0xP0R4gSx6j/q3mFxsXlwkDaCaJGkq+jfasGZrBW34ej4ezy+AUgxfT0YZLCNhybnaYM49X773QE2TAj9AY15kNvV/fiNVv6QNmSDeMoHvz4/fP3tq6yk5URvNS2Bdvr5E2TbJqhKX0PcbdeEubeAFcG20Ow3hjzLFVs/FhSegKSSTxgRSNE8Nf42jtCE/iUQBZEwl6TR4UpJiV9EGXzK0sQDK7hrVhkkDyrl4JpEXKKWENgYbE0jR1AbTaQCmDb68vAEFfodTyWArmYeM1blaG0wvTAXrFtpg2mz1W5ID6zJKahJtMIeg2mjWIGzDG+/hVDExR6Yf8oCc1m/Iq72jNpg6+Suu8LrA1En9MQaGhaQfKMo0y3e14UAyB99VG/Jrs20DumroSveuf0qilP5fclQTqOb5+vktY+rlymRz8MaYqisaoQ1VVV2XQLRkUxsM+GL1rjGCzQLNIAibOtSSqneg5+K9EUDLX1EbdXyXNWCghrrNfEn0n3xJtOZaM8JjmTp7CzS10fsTZ+ES2jgdSl5URqI1D++VX0FqSczThmOENgCMtEH1FVSK19uHr6+oGFC19MLrGZcgtAGg41WnYDPFx35uYHiDNsn2Rx0jtAFgp426tnqahG5JUVROgS/GNG+A3Z4IbQBYpA46cGIu5NTvSgZOXY0JbQwjtAEw4T4VU+ckbaTdBSrUMXg94xKENgDOu4dr228AMZkJbYwhtAFgrQ159jcnEl2NPA6PMZUJQhsAptpgxEBNlPnCPNLCdT38b3Xx2hChDQC/vPTYOTKhDQC/vPTYOTKhDQC/vPTYOTKhDQC/vPTYOTKhDQC/vPTYOTKhDQC/vPTYOTKhDQC/vPTYOTKhDQC/vPTYOTKhDQC/vPTYOTKhDQC/vPTYOTKhDQC/vPTYOTKhDQC/vPTYOTK4Nv78/Yf+J1wAFwj4ACKBLiU5gFdeeuwcGZR7aCPwws6RCW0A+OWlx86RCW0A+OWlx86RWaqN9+dEHtXLSn/3lW/3pbZDz4d6WjDOAKRh2Ftas3Bke6s96RtfkarY8iqENsqNXaXF+Hpm3/N8n9rkfb/fnx/t7UgVOthmQNWwdAPT6jfHryeV3vgeurwWoY1yY1fpMSTJnr8MPvu0Ibpd8tmqPljxwhtWZC6VyMl2rgjGOLQxAxfQRnFijx3UdnLDOGwzoGhY2U683dlWItfJr3SFNmbgLG18f378ns7yxP7+m9qeVeFFGzm5fP6QKeb5PLqmVnkLhDbKjV2lB/Az9khG4J61kV4HANAZB0OluIi86ylqJX5Mi9BGubGrdDeQXHGtDcgmIo+Pj3I3PyQ69rYCIqqtE6GNcmNX6U6gd3E8zzdKlLOGFg8qIJQIDOMS2qg3dpXuAXoHs/s+1Q9uqo2SR/MyfxRozGPEFfYgtFFu7CotBnlrf+z5xh21Uc0GiIk5MTshHpSQ5fUIbZQbu0pLkY656VstkufiVU3aXJjwfCNr2Ps+Un5B5+bTBLnkllT24eA5t6lCG9XGrtIO4JWXHjtHJrQB4JeXHjtHJrQB4JeXHjtHBtdGeGIDgUd4YsEvLz12jgzKPbQReGHnyIQ2APzy0mPnyIQ2APzy0mPnyCzVhpUnlqtnCFYZQDWM8qy2ieRrb0X1PB7XXzOCE6dNwhXSx52mDzsTrNSGlSfWfomEUQawaz3QFbM8kd8EyLTRsAwaY442hGeQWnxT+cDmyGOlNjJoPLFEPeOYkQG5mtu5WxH5IZwd6kUbGcgzSLFKLpns8VpcQBuja9TZzX24njaO87+tNugT2/D/mOEsbRh4Yst6FJiQAVnDBJ7VqjwmK6qeO3tiiTPIZvzvYPP5VXYiljhHGyae2LIeBcwzgG4Yngpp+fxscwML0tl0H08sEajWaCC7GEySxp09sYZpYJwBfMPqbM/Lo3drkERZMsCaqw0qUDyFXDj5nTxLrNeGlSfW8v6EaQa0GtZHhE4T0V0cLWZqgyLeIIDetJghjsXasPLEXtbdJmhYPYPgytMn/t79Bk1cbhKWHjCItc83mDF41/MN6zvaZs838IZRt/MlRNITT9dzM09s/zMN0ho87xbuHT2xfD1DMJxHYQ0jPKsiIqk2KO/r3TyxNHFyplaqKZ2UeXgufl145aXHzpEJbQD45aXHzpEJbQD45aXHzpHBtRGe2EDgEZ5Y8MtLj50jg3IPbQRe2DkyoQ0Av7z02DkyoQ0Av7z02DkyS7Vh5InNHx1ZrBYwygCyYbRnFf1CIE+Q/trh96fVh3MPTNcGY/olqdgnAIqV2ghPbFX+ga4fYQhya4dmuEPnaqM0/QrP7MQ1MilOG1OFJ7bcSqR9WQ9pCmlcbMcwUxuI6TeF8My6WE+Vw8oTa7IIc0YG5IsEKT9TOVRkCVLS4CtQYZo2cNNvWUJAZ7Ef+D6eWKN0sM8AxH9TjqNF2qh6H/Q7sUwFSkzSBmX6TSBzrs3rNW7siT2GERaBscyARsOSU474H7EJOeFwq3PnLtqQmH7bbmfTBEBxhjasPLFIXYOYkAF0w6hV5/X3Y4t6WgG5izbapt+Os2rsj0+xXhtWnlji8CFMGTmwgwWCCPuaJi/ayFGHqfPW07QJx2JtWHlii6NvpQ3mhi7vES1yv5KCC23035N1oQ0jT+zXs1DMVZ5vkA1r348v305FEOQNtffXBm8iT5hbJwCKhdqw8sTid31UMMoAqmGkZ/V9QHbh4wgm+xibsFmyLNUGkyH1JcKea4mF2rgwvPLSY+fIhDYA/PLSY+fIhDYA/PLSY+fI4NoIT2wg8AhPLPjlpcfOkUG5hzYCL+wcmdAGgF9eeuwcmdAGgF9eeuwcmaXaMPLElnv1CwaMMoDxaqa7qnUeeERYj+uIlXQEJ2mDDcsqrNSGlSf2F6WjchxGGUARzBqf7KC2I1VkGLSSjuAMbTTCsgynjanUntiGo7ILMzLgTbD4JN2xg9re8LjaWEmFOEEbdFgW4wLaGFmj3nZUdmFGBrxbRvlVGj4Wsq80sZIKcZI2mt6nFThLGypPrMBR2Qf7DMgz9LcfeBbfNaW2Y3UAGFpJxThlvsGHZRnO0YbGEytxVPbCMgNQr2Y2WS7dCujkHSpt2FhJO3HOXJwNyzKcoQ2dJ7btqOzHhAwofeGI65vanlVROBVY4hP8oWeNqZiwLMN6bdh6Yq/Xbxz4bVrV8KQD5ALBzxzUVlIZ1mujGZZlWKwNc0/sDbQxMKH6QY82Zt3qPKHfaIVlGVZqw8gTW9V5FW0wnthHTioRP7YdqC35jwmspGqcMd9ohGUZFmrDzBNb7r6KNjivZrqLmqR3eVxlVlI1ztAG0OFaivXzjSvCKy89do5MaAPALy89do5MaAPALy89do4Mro3wxAYCj/DEgl9eeuwcGZR7aCPwws6RCW0A+OWlx86RCW0A+OWlx86RWaoNK09sterueu9RR5bIoYYlgVe2jAixq/GQdBCTtDGSCRlWmGZXasPME2u+wsY4AxCzLtpkyvzJvC6dXpreWFwziDna6M6EHItMs6eNqTSe2GtrA/Gs4uskKfMnsowweZs4saistShzEAvGVIJMqA9YYZq9gDb616hfWBuoZ5U4yYSPpTzXeaTa6y1Nc2WpNoREVplmz9KG2hNLDldHYMUL79u+ng/i+66o+ZPUBlXPzEXd87UhyAT8mDJu5jhHGxpPLFKTOjYmvEjPaj4vLz/RVN9RQK6Lhzaweu6sDVEm1Fhimj1DGzpPbFmbRSaY8CI9qxQRxvyZ3oY5vh+rDNQQ5mpDmAnYUQtMs+u1YeuJtRleT8iAckyFvxRCYv48BmpCbdxmviHOhBzLTLOLtYHecOu+T1UdfYl+I0fpPSoeaXD9QF3Rz8FUPbe8T9WVCXWpFabZtc83iJlz5/MN+1dcztUG+cCiurWPP+fD2aZ/3+/5Rmcm5Ee042aChdow88TmFVmEZbY2IJuNtD2x763V9ZCo51bPxQcyoVQTHjdbrJ9vXBFeeemxc2RCGwB+eemxc2RCGwB+eemxc2RwbYQnNhB4hCcW/PLSY+fIoNxDG4EXdo5MaAPALy89do5MaAPALy89do7MUm1kq/EUnlgAaHwTrxP2GVCugGNb+/35QT3XKsPV8oJar7xbqo1G4y3PuAQrtWH4nVjjJTTGGVB6YqmlHi+01r0c3FteUMSLq8U6bTQa34jhDJw2ptJ6Yk1DY5oBP62j1+GWqxBbV8KjfMMLWv2uBVZpo9V4OobzcAFtdK9RN5fGXE8s7XGlNpQVputwCbcD6sU1wBJttBvfjOEMnKUNhSf260lZTIdhxavo2wy0kQeB8oKiv2uCBdqQNH4jbag8sfmMzcQUa8KL9MQyC82PA/ETjdp4HsVFgfxdC8zWhrTxrRjOwBnaUHpiJ1hbTHiht5fS4dBvSn9I+w3WB3dcIrjfVWO2Njoaz8ZwBtZrQ+2Jvao2cvDTyuy0Cr2fMi/ozfqNHOLG2085ESzWhoUnlrSGjmOlNurTijOoKxBdFLbQxhJp3NITa3+ve5k20NkRpg1ULxIvqCNtEKfW5rVLAizUhpknNt1sM7KerQ3K41qFJH36TfY6LHG32mB8wpOwfr5xRXjlpcfOkQltAPjlpcfOkQltAPjlpcfOkcG1EZ7YQOARnljwy0uPnSODcg9tBF7YOTKhDQC/vPTYOTKhDQC/vPTYOTJLtWHjieUso4Owz4B0sTDVYJpItQerCXkqZhaQA8u0weVGhnXO2JXaMPTEpjBYUGWcAQ17Z/tLIsTDbeEL5C3NDau0IaS21Bm7UhsZNJ7YDBaLJEwzoNPeiW2XcJKubNdhWb+RQkptsjP2Atro9sTi1Whgx6tp7xR9fkqhjVt8f6MB6Se6Jrv/ztKGwhObwujKYcWrbe8UdBpQziBop09dk/Wl9AxtkCstt9CGyhNbVGMRGxNeAnun9IJY7sIrmtWLplivDYLae98yZ+wZ2lB6YukNwzDh1bZ3yjqN9l7qwjph/D1LG2mw0iY3zRkLnbHrtaH2xBL/1mBCBsh7uRYR7D1UI/UMYW2/0dkRTLb/LdaGhSf2/c8r340R93JNIrVLaoWp6YWF2ugeIc12xq59vkGQ73++cf27MaK7bKT3FR9TL3qmkWLd8w1O8+c4Yxdqw84Tax6X2dqgGkxszyN1MKcDOC9RFmmDyY3znLHr5xtXhFdeeuwcmdAGgF9eeuwcmdAGgF9eeuwcGVwb4YkNBB7hiQW/vPTYOTIo99BG4IWdIxPaAPDLS4+dIxPaAPDLS4+dI7NUGzaeWID8WdGF3odLeFnzJ1vZQyuKCOb8lHhfUy+uBeZq4/vzIydwKWfsSm1YeWLJd6oPw1IbHV5WisjoOpGGF3cEU7WBLDu9kjP2tDHVuCc290lc6vsbfX49iojQ+Ymt4b/Ld2Ill/3TnbEX0EbvGvWG/WMEK7XxLkMQkS3GRxZfsl7cQUztN/jL2unO2LO0ofLE/l51nl/ltXcQc+Yb1JLjevVgRkR07msPLe/FHcV52jjfGXuONrSe2CwHL+QXT1Cd2mMYUfq6KiJt5yc1KwM32riCM/YMbSg9sXlETW7MTMkAPEsT8gwR3vnJvXjB+O7NOdq4hjN2vTa0ntgqoAZXyikZQJ15al7BvZqkuhtF5oKDfuMqztjF2rDwxLbfP9KNhf1Gsl1GpDz1Dbp318aFnLErtWHlia2ejVzl+QZxe/7rWUhcTgSftXB0b62NazljF2rDzhObj7Gv81yc8LJyt69wIpTzU5AK99BGlQvHAx8iQ85wxq6fb1wRXnnpsXNkQhsAfnnpsXNkQhsAfnnpsXNkcG2EJzYQeHR5Yv/8/TdTqKfBKy89do4Myj20EXhh58iENgD88tJj58iENgD88tJj58iENgD88tJj58iENgD88tJj58ig3P8DJNJl8VubVg8AAAAASUVORK5CYII=
可以看出2002年、2003年和2005年的增幅超过20%，所以答案选B。这道题在具体计算的时候可以不必按部就班的算出具体增幅来，可以采用逆向思路，用当年的招生数加上当年招生数的20%与下一年相比即可判断出来。
9、D 解析：这道题首先要知道新生即当年招生人数，另外，只需要计算答案选项中的四年比例即可，具体计算结果如下表所示：
http://ln2.zhimantian.com/gwy/tiku/mryl/2015/1027/data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAY0AAACTCAIAAAD9btLZAAASQklEQVR4nO2dS5LjOAxEda46kM9Tp/E5ejeLWvc5NItq2/wAIAABpCzni4mJLoqCyBSZ+sPbXvPnv7/7FblqvwKBRElAWAeNaJu8+DJctV+BQKIkIKwD+BSggURJQFgH8ClAA4mSgLAO4FOABhIlAWEdwKcADSRKAsI6aH3qz39/y/82AAA4AZUvNTa2bW3JNbhqvwKBRElAWAeNaPAp8A9IlASEdQCfAjSQKAkI6wA+BWggURIQ1gF8CtBAoiQgrAP4FKCBRElAWAfwKUADiZKAsA7gU4AGEiUBYR3ApwANJEoCwjqATwEaSJQEhHUAnwI0kCgJCOsAPjUoJ2uWheS3SNbtOtrQLGp3pK6DvqZCJU17fDXlXhwUjQwSEta0imNz8ClpkV5QbiaYNv2s0MxkeXr3mz5uMcN2QiVrBXcowdaVe4EMMjxa+FqrX4XcX/CpClJcGWUEa9h+9OzM+FPui+F4FRo2jAOV5EVDQYRNc6sLTSUVUPY3RChHZLnNgjjVn9ZWvikh+/5ZRzM6ra0ix2hTQT9PHC08MtrI+pdUqd/ikcqkqnL9Yae4IMo2D4PLkfVLyV3JxflcnyKHhXKsaCoPR5KynZpFQh1y+HINFgqhklzZtDl5WyHb7SXV+5S1grCLe49r2gOfqhAm4dDjm/mjn4GaNuzdkOJmrGMG9qPE1zxy3c9UiVzdtLlmu31fuN6ZtkvuL0E3U3f6BpMrNuXNP7i1yGZ8qE8Jg344AYY1TdXkdirDCju7GUzCtsgKUKnv4FA3a2u5+uWKw4YJS5uu6VdUVpD3Wr/dsj3CTqn+tLbyTTneL07uI8GFya+ft/Ke5saEddwrubZKTTVlG6xtUyqmX9r0i9z1emGtI4cbCb3aQsyP9inToOfk7oPLe12jsHIvyNH6ccD9W94oVBp2xNdOrtfchrhVyA5aw+obb1p9rxXm/j/c7qf7lKPycJRodlv5p4y+ZlmfG5TC4DCpMQxyVZW4yvq+6AOaJBouFcIKoTSVrbuy/IdWZNMmTZhCWTsf0hjNuO8jKEd5H19oiaa1vmp6YYVyqCQsOuJT5VwdKqYPSy4N9ylfO5Xqnd2nTCP1YGNMM5ZrYT9jyS7I/bIOfX01MvJxNYZBrqqSoxnDOL1WmshrfYrca8M/9Zue6lMcQrPkXh1pzJEWygOX2xYZU7Njkmage8RApaayXhNNA0xb9y0d7nrTXhaCC3+axGmDKFezIjedq2xa60h75PjyPh7uTqHZ3FDu4wt19NV2cZQo1YZKwxJl8GELfZL28sp71tQjZWVuLz/rk3GEvdMG0bdYj3XXmkZJVJNAAyRKAsI6SPep0nQEyy/rc44b1aSoINcGEiUBYR3MOJ/qQ8keJFhbRmMACSRKAsI6OJdPyTXhUzOBRElAWAfwKUADiZKAsA5m3J/SwG30tD7ljmBaUVOZvMdna5N30444Qtjyet/UkneRNDzU5zDvfEof9r186ojzHmlnP6u5ee4jyafkyPq+vKOk4aHmb3pV40/tU9bjalQDHBH0fwYe/LfisUO4oYf71NDNTW14R0nDQx3d7v322A9f3z+v4p/vr7pgFCcf+JRn3X6mDX1KwNdOIZTeCHybVq5u6qYG/Sq+fmVLOmxAHtRG77dtu933vTWm+01wKTZaLu3elxcnbZVcWtYJGR/6BjgiCH/KNU1bISs04myMdVqJEpzsvkOTC0gaGCRgo6U5vSxr//n+evzTEi2ZNT61nFif6qPNmVTlnO/n0hl8ipvwwr817XlTSQODBGyR9qnxyZQUMw341NEI/ZzRW5hmE1x9chaR08xHoE9x7SGl6xk27F0kbYJPg9kicd2nOZkSY2YBn/JH8AWJmlRCtJP4VD/Dj5xDHa9GNkMZ7Yo+1d1Hr+zqH5xrwadmcKRf/XF+eBbAnSloJoxw8OdCndCn+pjDvmsqvJekZaiZKLf4uOQrLgiL+1a+mFG0E0pefBmiJiEXTYiv3LRySj8Xnc2nyIbtTNsE09EY0LtIOtx0HuONvi75mpvqxO2q5VYLn/JEWOVT5ewl7eAIUbveJI5v6+8iaWyc2I0W98/hU6fh5D5lDejzAmsbQuIoT0zCfeoMksbGidxudf98cN13Bp+FT3kixF6kCId6srCf+SEXKRnTUnnlZd36u0gqN2YCzKa7syb+PvpJTBY+pVq3cSLh2EtaGGdqssE1FfrK3OzyEe5TyjMUjdG/qaRRET4Q+BSggURJQFgH8ClAA4mSgLAO4FOABhIlAWEdwKcADSRKAsI6gE8BGkiUBIR1AJ8CNJAoCQjrAD4FaCBREhDWAXwK0ECiJCCsA/gUoIFESUBYB/ApQAOJkoCwDuBTgAYSJQFhHcCnAA0kSgLCOmh96s9/f8v/lN98AgBAKpUvyTZ2Ga7ar0AgURIQ1sGG6z5AAomSgLAO4FOABhIlAWEdwKcADSRKAsI6yPWp1++DbV0G08eyNv0yUV6kQd023c+1DogdK3w3y5ZTvy90vxEdIn7skY4jyXuYidNJVEn46ctSvUoLacgp1M5luk8ppg+pDBlhqlQvUn3qfnt1/X4rOlkkZP75/hqWs3HchI4VrnlV14h2P/Z+Mz66mlyceFlKZk2ngUpsxxj1yLBC/XjhRkz3qdE4GShZrjJfrX+k+lRFMXDqX7GoftueLOfi+MkbK6/mNdnx23b/du9+K8YHfdgaxJGL/UyaTnzvxIM4oV63vFyiVjuf6T5V0Y0To5J8xVRW+FTT1ecCrrwmRKhZPrXVR7Jqjnx9/5C9afstxeHXOsxEn5J6R/VLUo9ayaJ2Pmt9qpZgqCQ9GuefUU3zqWI8Use6r+8ftrwLc1ymtLFSTbvHEft2r08bijNF1czh4nDbDWHadJJ716shq9cXW9XOZqVP1b0dK/lpPvU7FhlNdD71PE2PEClprFTd3Jubu8WNN/HsiBgJVBxpuxHMm05i77hTo+eanRzcHU+6/qf4VDd9FEq+Vsy8Eapiik8Nzu0t51NBJw4pY6VpWn/sevayRzhiMXHY7QYx87pP6F2jxlA94mTKpHY+S6/7XmNlrGS90uM48nXV86nOgY/dnwq5QZUwVtpukjcsu3aPj/CjOFkHuDnTaaiS6CO9erLtfPD51BN6+qgnFfN0K5tsnyJn0aHnfaf0KaqbqtNDxcyR4iSehU+aTiOVbD41GBvwqaM+tcimst+fYmaR7f2p+6098T/b+1N0k7pXxnRPL8lTDCpO7q2CWdNpoJLFp4ae85E+pZo+xNUy8+7LgpcS9lyfqt+D/Xd52905oE62mvL6Uvps99GlbpYtJ9vNvdHTrELFkeU9zMTpRKvEq1GtWKsnC6BUO5eJwv6imT6ST73WX+NR+47v+wAHJEoCwjqATwEaSJQEhHUAnwI0kCgJCOug9SnkHQYAnBDkHQYEkCgJCOtgw3UfIIFESUBYB/ApQAOJkoCwDuBTgAYSJQFhHeT6VPWGGfFZCVFMlnffTJ7quxkhr6uQUZdM08bnbpsiS8mM6cTl/G3LWYWlAcbGJ0ROVbJhuk8dzTs8EHkKW6ZPReUdjk8iGDpWHHmH2W/9ytw382UpmTCdVB8c/RbQCg8y6mq+upRKc5juU4fzDi/P6vIueYfP7VMVmrzD9MecRB6EV17BObKUpE4n7rxRkwuY+yKvLOfiZH7brmW6T1WY8w4PVp/ECp+y53V5I596NZXNukVPFjbt1ERZSiZMJ43j9HC9VnzDzH7t/zk+Vfd0nHe44fI+dSjvcPiHyFljpd6NdEbd+23bvm635wGfuqLbeZ/KlKXkpD7FLiM+QyYz5PTK78lKNqz0KXveYWL9FV8jT/KpgLzDZaQT5vMk0yJXw7/KoUB85c8leJ0oS8npfEpMPE1mXqZ8aphfIX0qrvEpd97hLsaSO+lTfCoy73DMOXraWCm6ymXUFbpJJnidKEvJ6XyqXEglkWIsR5lxsCD5InDpdZ8r73C76gIm+BTx9OZQ3uGIS+TEsfLoBZtR1zBbxNt5DdF3Ds7qU7Td8CdZdp9Kvgez9v6U94Hnsid9v2T7FNk98/O+bu3Tnk8VzeNmxSj/+at2cZ08R5aSN/Epaf6wt/zkzVz5fMrnU4tNan+PvMMJb3BEjpU7l9e1eweKWkD2pznFniZLyYl8SqewJj6z8tRXhGb7FKteU4nL57nepPY3yTtcB4qQLHSsCA+LykXcgmYQNTK1y1JlKUmdTlzOX6acUZgfYEJOYUr5XCUbUoWl0DzM5H0qOb21km3O876zcdV+BQKJkoCwDuBTgAYSJQFhHcCnAA0kSgLCOmh9CnmHAQAnBHmHAQEkSgLCOthw3QdIIFESENYBfArQQKIkIKwD+BSggURJQFgHuT5VvWHWvGBmeM/zF00ONS1ZY6X+Ip/rvrWcyV+syCd7gBnTSZ1fWMzgvO97qzxfzsUZxY9juk+J44Sdbn2VtKGmYMv0qbC8w+HfXKWMlTZ/qzVbrjV/8dt/N0N8oW5T4AGXObct5+KM4ocy3afM07Bbf12ehAepPlVxNO/w2SfhbxvZfWr95laTv1gTx03qdLLlFx4owCnflXNxdApHMd2nKhTTsOVTfcqc1yXcpsLHyjh/6zGfGmc0Cx9ME6aTNr+wpACnPFXOxdEpHMVan3p1Tpkv6MN8qhgLXMITsZxMF+smdqw0Z35U+7gkY6ryx9nH7d4e+qvq57ZyAqnV9TJOAU55rpyLM1Y4jpU+1WbtUGTj0n3HnM0kn6oylnp8apgu1kbweeLoWMwlbNWWVyOlDt/lk41imU+RPaIU4JSX9ginpKBwNGt8qldV7VNtlBXnVlN8anBerTqfMgo6IHCsdE9Dujl26FyKz1+siuVn9XVf0SNGAU55do9wSqoU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可以发现2008年新生所占比例最低，在具体计算时可以采用插值法（30%）进行大小比较，只有2008年的比例低于30%，所以答案选D。
10、C 解析：A选项正确，从表中数据可以看出2001-2008年，普通高等学校和中等职业学校的招生人数均大于当年毕业人数，所以医学专业招生人数一直大于毕业人数；
B选项正确，从表中数据可以看出2001-2008年，普通高等学校和中等职业学校的招生人数均大于上一年招生人数，所以2001-2008年，我国医学专业一直在扩招；
C选项错误，2001-2008年，我国医学专业在校人数增加人数最多的是2003年，此题不需要具体计算每一年的在校人数，从表中可以很容易看出2003年较2002年在校人数有大幅度增加，所以只要比较2003和2006年在校人数即可，所以C选项错误；
D选项正确，2001-2008年，普通高等学校和中等职业学校的医学毕业人数一直在增加，所以医学专业输出人才也一直在增加。
所以答案选C。
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