宝安22李林霞 发表于 2022-3-13 23:52:00

李林霞3、13作业

#创建学生表
CREATE TABLE GRADE(
ID INT PRIMARY KEY AUTO_INCREMENT COMMENT'学号',
NAME VARCHAR(20) COMMENT'姓名',
AGE INT COMMENT'年龄',
CLASS INT COMMENT'班级',
CHINESE INT COMMENT'语文分数',
ENGLISH INT COMMENT'英语分数',
MATH INT COMMENT'数学分数'
)ENGINE=INNODB DEFAULT CHARSET=UTF8 COMMENT'学生表';

#插入表数据
insert into GRADE values
(1,'zhangsan',18,1832,80,90,77),
(2,'lisi',18,1832,90,90,90),
(3,'wangwu',19,1833,99,98,100),
(4,'zhaoliu',17,1833,85,78,85),
(5,'xiaoqi',17,1832,60,80,88),
(6,'xiaoba',18,1833,70,82,90);

1,查询1832班的成绩信息
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clLKbeqHwEzbevv4XfP/4W7n78r1lVyqnOm69fqjo/f/zB8lz+J+woSDU//Rn177VRKfUMR8ARYASmyJJqnrM18TmwZaLM2xvj+Za02wayymHBPQN3zru02x25PSDLUXmvScknomMC/OtdkyxzeRIg4rz/S6RDoPs3QJBUH0mXysv9l3D/UcsXTZ5yBByBFgJMlrLVUU4DoopyvqWcaclk+TmEO9kKac6yDLCtkbdKyilDqVVpA7c5qvMsB/It43Ne56CNXJ4SuJfcltE9RqL2vEtLhlZ+r5zK9DbJsm3TthN2yBLJ0ZKhtWemHPVFeYmwZVuo1er3jsDrRSBGlkRU9aiNCVMOxyCyJHLDezyujchQyghOrm8IMwzOwxzK957TxHmXJDoiy3IwRu/gjUJyraG6GoZD1Nkzu5nfIcsQYjRIQ+jeMBvrYJRZt/Ml3EMUWsqdLAsWnnIENAJ5GE5k9y2dHiTRZD41qDUM/w6H/ZqoUA7TUJEjtYsyaMesPMpg+jHI0hzRRsNsHMJjc5TmaHGHELH8MSJLijgxEvz541349I+1qtzrYXfJD/98CHc+BAdAPOkIzCGQyVIO6iWC5DQRG0Sb1ZylIT4k1m7TRgbrTcmjAKbTXCNmtdI2siQSE0JUH4f4I1A5WLilK/4RtHKEW12HorS98lqCczqR5bevf2hy7NQrWuvokec9Pxo9RcBTjoAjsINAJkuK+u4/pGiRSI3+Zs73IjkiSyJYHJYXSUjtkOWUPKiySSI7Pf8Xh5RChlS/T5a9YbeQHeky83hqnnRUbq3due+QIBEdRpZ2bpO+dGM5f/CBL+b2A1DTAlk1sBMxN+U80xF4BQgUskxDYZk3pPMrJU1EKUNrJtA090h5SJDyEUfq4jB8eB5mmgIQWbqi/MyzUHOG+CVcSEAiRrgu/8WzLIUQI9HGjzKUh/cybyl1ybJR+dh6IjOZj5Srnnc0c5Yf3/G0SdFsynFOMg29Ra9ckVzZi6W1rKq04ClH4DUjUMjyNaPgvifCxx8AB8URcAQQASdLRMPTjoAj4Ah0EPg/7EeZ4bjuvWAAAAAASUVORK5CYII=
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k+xoxEDAbn744FWHbHsjghiVeQ52MISbcGnzWAUN/YAzMS8UsICR5tpvgnLnEciAk+Sg99oDgh4dlHauOOYgMD+EC5PrCob/qmrptcRT5VEOdAAARAIEcAQpIjg/MgAAKtCUBIWqNCQRAAgRwBCEmODM6DAAi0JgAhaY0KBUEABHIEICQ5MjgPAiDQmgCEpDUqFAQBEMgRgJDkyOA8CIBAawIQktaoUBAEQCBHAEKSI4PzIAACrQlASFqjQkEQAIEcAQhJjgzOgwAItCYAIWmNCgVBAARyBCAkOTI4DwIg0JoAhKQ1KhQEARDIEfg/4+7SEuFP5O4AAAAASUVORK5CYII=


2,查询1833班,语文成绩大于80小于90的所有成绩信息
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
3,查询学生表中5到10行的数据
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
4,显示1832班英语成绩为98,数学成绩为77的姓名与学号,

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
5,查询出1832班成绩并且按语文成绩排序(降序)

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
6,查询1833班与1832班,语文成绩与数学成绩都小于80的姓名。
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

7,查询出没有参加语文考试的学生姓名和班级名称。
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

8,求出班上语文成绩不及格的学生姓名
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

9,求出每个班的数学平均成绩

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10、求出每个班级语文成绩总分 --涉及到每个的时候都需要分组

11、将语文成绩不及格的学生语文成绩改为60分

12、三科分数都大于70分的人名和年纪
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data:image/png;base64,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




13、求出英语分数高于70且其它任何一科目大于60分的人和班级

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odpLBcH7RftsM4au/6XgR6Blb2fd9n5/0AUBaUGofTd73bN5lk7G95UNm5XY+Xn3OQkWkCUWr0+kezTOIds/BW9lxtXgyOV3nuab+CTBG7JefBh33v+Fyw7iSh5Wx0FdpMQJIzQRrpprrIi58/pBTyxSHsSP/zoOIPAGX2WYYCie/LESDJwMt6+eAzqol2Fozsi6eLWefjg994DWF7MdWFTca8gzvURiMh8q0P/w+jtCoXl/gkQgAAAABJRU5ErkJggg==

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14、统计每个班的人数

15、求每个班数学成绩大于80的人数
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16、求出每个班英语成绩最高的分数和班级名称 --每个班英语成绩最高

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17、给GRADE表增加3个字段(数据类型及长度自定义,建议要合理,
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