详解在group by分组查询中where 和 having的用法和区别。
我地都知道sql 中 where 和 having 都是用来筛选条件的关键字。
而且having 一般和group by 一齐使用, 但是where 也可以用group by 一齐使用的。
下面用个简单例子讲解下:
有一张分数表Grade_1, 3个column 分别是 dep, name 和 grade, 如下图,好明显可以用部门dep来分组. 表中总共9条数据
![详解在group by分组查询中where 和 having的用法和区别。 - 饥民 - 饥民2011](data:image/png;base64,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)
下面语句是用来列出所有部门的总分。 并没有用到where 和 having 字句。
![详解在group by分组查询中where 和 having的用法和区别。 - 饥民 - 饥民2011](data:image/png;base64,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)
可以见到3个组的总分都列出来了。 呢个唔难理解。
where 子句:
下面用1个where字句, 意思是列出所有部门分数大于或等于60分的人的总分
![详解在group by分组查询中where 和 having的用法和区别。 - 饥民 - 饥民2011](data:image/png;base64,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)
可以见到, 部门1 和 部门2的总分 都比上面的总分数减少了
是因为 where字句的作用, 语句在分组前 把第1组的 Allen(40分)
和 第二组的piero (45分) 排除掉了。
第一组和第二组实际上都是其余两个人的总分,
所以可总结出:
1. where字句用在group by之前。
2. where 作用于单个记录(行)
3. where 作用生效后(筛选后), group by分组才生效, 也就是where字句作用于 group by 之前。
Having 子句:
下面用1个Having字句, 意思是列出最低分数大于40的部门的总分
![详解在group by分组查询中where 和 having的用法和区别。 - 饥民 - 饥民2011](data:image/png;base64,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)
可以见到 结果把整个第一组排除出去了, 是因为
第一组有个人Allen的分数不大于40 也就是说 第一组的最低分是40, 不符合条件。
所以可总结出:
1. having 字句用在group by之后。
2. having 字句 作用于单个组(1行或多行)
3. group by 分组后, 才用having 子句来分组, 所以having字句作用在分组之后。
where 和 having 子句一齐使用:
下面语句就是上面两个条件一齐使用,
![详解在group by分组查询中where 和 having的用法和区别。 - 饥民 - 饥民2011](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAWIAAAEDCAIAAACAlpnSAAAAA3NCSVQICAjb4U/gAAAgAElEQVR4Xu19CWAURdZ/dQgqgd0/R9ZdlVyQsNxGVlYFAsQsElCIIpcYFFBEJbuET0BA3QS5j+9P0AQ5XGAhCCrihqAGsiECAc/dRa6wJJATRSWAEBLIMfO96prp6fQ1k6RnpmfmNW3sefXq1atfdf36VXV3NZecnExwQwQQAURAHQGuoqJCPRVTEAFEABEg/pWVlfn5+SaTqWXL2w2Lh8lUV1tb26tXrzZt2hjWSXQMEfBWBPwLCgpat24dHh5h8Bpe/OlHoLO+ffsa3E90DxHwPgT8qqurwyMiCEcMvv/ut7/lOPASN0QAEXA1Av4BAQGcn5+ri21Sef7+/k3Kh5kQAUSgWQjQjucH/3BDBBABREAFAf76jCyhgg6KEQFEABBg0QSO+fFkQAQQAVUEaCABM4ON2gnJS07Oo/OJ5duS0svU8lK1MdvKiVlNobFy1UpgAiKACDgTAT/KEDCFye9m7khSB5Ut6YigRo5mp6ZmA0+UH8w4XVBKecJqAQ7yrCYCA+NScxMjAwMtFkfzjCLSbPQxZSbVzWzOSxq9rcxsFmuUbRudlGeRmM3sVwMFpiyoaegwTcVSoGRrHcGBBj9U3cUERMBzEPCDngdUwfYW3MCFV65e4ffL3701fc1xdkz/LhwoqB3df3rNdwujyJF3Z+Tmpo2MbN++Q7t2dH8jD3QGLrRauJyZEP3Wd5evWIzsfjaE3lOxlNWEAzlJ2Lpkhw5SVurQgRLE4DgSl5zHc0d5+syMuCEh5ZqNU/55Ro8hA0R8BAzCKGD0tjw4FJVCOUmwlZBx6dKlYyndeUFCBjzbav2hWRwmIgKegAA/e9mYhybMeW+M5GY+E8LlJY0gmZkJD7/1HeWBq3RfFAWmzOTwG+3atmvXtn37Eam5f7m3fTs4btdu1FboVI0pSEFZBig3YAF0SL5PRpOEhAReAXosEy4YwAUFTUzOICnp5RBJAEkkkpTISGt0Q2nEwjORibmpcYEgOPIuPbIGVJQIgibugu4fnZCxa+KAibsqKBdMTzl26VIGK8zqEmQPDIxMPM3/5i1Yf8icRgEi4GkI+NfX11+/dl3utrnyZm11pSTJXL4jfsTbZNqA/PUjV3Y8mt67bEntzRvXrl9vMByInFNaNocQs/nokviSZ9PHd7SkgjV5OY2QgKtybej/YyKh+x+7lFySfCr82IfxJcmBHeKiU459ODGIxh9AJR/2L0sfUxgXdyouMZdaoImglgyHwDOXkiE1sjDxUnJI+piZKRnHBg8ICoIkGMMU8eUdeTcj7vkPYSwRl8r/hi0tkf5NDSzMuARkxLPVAhAA6wSOIccyElKzh1QsGGBRxv8hAh6OgB/EzfUms+IOobpYXld/ZFG/zOE7lkeZDxw0L9s6riOkmg7P6RcSHBwcFBy86Ei9qe7IIv6Y7iEhB0IfzbSmUsnCIybFghwUSiYV+HmEDoEzyepLl3ZNpB2bbbTnX1pNNqaXmg6zOYPkI2Tw6uTBpDsNA4ShgZABBhq5EAEkJwMdrA7LjowUpjNABXo+m2LJHiIJIIBsKEfwXlg2mI0hMB0Dfy0hCQ1YPPwMQfcRgcY8MsFx/eYXbx9H+2P0+PEdLeBFLT9cVFJUXFpU/NqD8DT1Q6/B8fm85VFk2o6i+ePGTZ8KCjumgfLUHSXzH5JPLzS9DTgOBgQVFbsm0vCBzk1kD1lNZvIzpmPSycQ3Jwb7RcFVnh8edAyikcVpOqEqDA2sJQNLkOhoGLGcCl8dX5J9avr0UynpwlQoG9dkJESHh/Sn1qyDDlowi1Z4L9jAB5hDfAAhhniao+lVxZyIgFsRoFOYnB+nuMPsgIpcpH/41aiwkLDQYNiXfknI9zufCQ3uNO9c1yiYGuX8WvSfP/181OcPF5eWvdYffisX5KhcBamQ8Gg+JTUO5hhUdHixQjQBsxMQQyTGETLk+UTyeVIKSVywILFHxufWmU46e5G0rehUj7CO9DYQZZk0dvvGNoXJ4gkIa1hQA7wBfEUDjKQ8LXcwDRHwEAToFCZ0X9qDyffvxweFBlv2sH5zNr7aT/gJBxN3fk81acWoviXXwBVHS8tLyy7A/lq/Hz7YQpaXlpdsfy4cIgvuh/fjn/4g+I2jndMsea25hOyNOlCHlPZ/Nm0Jf+WjClKUPnr0thKlaOJIchxJjA+hpjv2DyMRq4dkQ1hCeiS+e4QVB9FEBklM7DGEJNumJvik3MSZNOgAGpmZQedNEwsjOwB18JwRmRGXAVOd4dkgUHcbUxABz0AAnsLkKYLe7giasOP7CXbdbkEJgGWBJ6doPogR+ElKaiEpHg5gPM6RdeODT6/4asdTHTkSsnP59vHBQYcGrvhq+9O2SQS7RckUVJ4qH/wIDDY6CIEEnaG0jol4E6kZBOYsg7iJFRNtJkuon3lc+LHn+xPCz1VyAybSdH6dngV0CjMFDmAGpOhUdDSJS4mDAUUQ/ExP+nzwArBGqwxb0IKK/nlJyYT0Tz6WkvQ5SIC0IKwo2/bXosHJu/iBCW6IgEcjwGVn53Tv3s0j6nD6dH6fPpFiV+HKrTHOgCs8zA2UlZUF8XcuhI12dbg7kgvpyWzuAOy8G/YhKDMdoI9kOhsZvfrTkXuG74njb5oolsWKoDc4WKgBDAXjDYtPtrstHgEvOokIqCHA5eTkdOvWQy3ZUPL8/FORkQ1owlDuoTOIgLciwL/65SHrTXhrG2C9EAGDI8BoAsfPBm8mdA8RcCcCQBP0tqc7XWhE2dzVq1fbtm3biByoigggAs1GgEYTHhRLnD7N3ppodr3RACKACDiMgP/hw4dgd1gfFREBRMDnEKDRRFJSkka933nnnZdeeklDAZIOHjw4aNAgbR1MRQQQAQ9FwFNmJTwUXnQbEfAGBJAmvKEVsQ6IgFMR0IcmcMTh1EZC44iAexHQhybcWwcsHRFABJyKAJ3CdO92/7QNggPfrn/B9c7Ae2tmwywew16iAxCM45J2izCHneGt3XZxXtHaVRanCu1lwCazC6Dj1dQnmoA7HY4XKdEEatCRHYB0xLzTZK/cmBG6HGzi88+NzjhStDM4wsjlCr6xfsjay10gOAJU83X0oYnm+4EWJAh4BFMYgcuM4IPXn71OGXRIrudCsNDY8YWavqJ9sZAdawcpiqeXIBQuDo2KKhvlcKPOrWY6JilLA0AGmhhAiTKYEgMrv4pKgGUK7MLLkuTYio042C6sRs0hU10ai9VLDK9YIhwrYqJ2AigqOwlANR8kcn1oQnynQ62LSs48+KndjdX0hdaVZJef3xoQSNqSaSo2MCSJT2t5rxCXIiZEoYJqgGi4J0lqvmNig03zB6rGaiTgr+i/mqugLE5ieeXANqpdFB1wXNj8xmIkxXq19okBXjFlu7xmTAD1oQl526idi9onmZoduVybYuT6DkpYkzuoLFfTqJ0aIHIjipJmOia32Ux/5AbtSuQdyfFKOa5p1w1BQZfGYpUC98Td23EfGqXpRgD1pwkJSQMQ4i7d2O7dWP1G4S5XlreEXEdNIu544lNQGxA1axJ5cxyTmNLFHzW3xVdLbZ/F/couC2ibUnNGQ65vY4lrrVGoI0nGBFCfKUzFOx2KPVyDwhVBVNNXkysacVxo93x13JRcUxEQuRqTSK5OjjvGX9gceum3Uf6o+SmRM7fhXNe3YztYIweddETNGeA4Uq4xAdQ/mpB0YAFuOGBJggJLEuuLOV5NX00ubgOxHcW2UaR/JhTOSOFEl0sUbTLH5PylBoiiERCy4sTdrJmOSQpS80fNfzU/mZyd1oKOBFgNstBoAkmJatUXsNL2UDFVrbJq4CgaEZOXUFPFeilmVxS6GEBFH+RCLjk5Gd8QleMiSCTdQEPTxUlqjqnJneSepDjtn7r74OLK6u6/3KCLAZQ7oCjRJ5rAdzoUwXWLUOMC7iR/3NVXoVwn1cgFZhWdd33bOVhTfWjCwcJQzfsQkJzZjsfMzYfCsJ3KkaqpOe9KAB3xk+kgTdjBSq057WRzfjI65nyM3VOCAVvWiXc63IMxlooIIAJ6I6APTejtFdpDBBABAyHgrEGH+MaScE/U2fUWpoWaE7Y1bUKOFd2ccp0NDtpHBJqMgD40oXanw2UEAfVvWvduMnDijKxoxblrXeyjEUTAvQh4yaDDjRwB7YdBhHtPYizd2QjoE02IvVR7qhJ0hIcjJU9JKo5QJM/DQfYmxCbi67zQmRXHJoqxgKKms5sE7SMCRkNAn2hC/E4HdGahP4uPhZpD/xfLBcpguSTswISOEwR0bEmHZ0whvuDDMdsETUFHrCYWSmwarRXRH0TAqQjoH03YddfxPm/XlFwB+rmkS4t7PtN3vM87rin3BCWIgNcg4AaacC92LEZwkC/kFONe57F0RMAtCOgz6FC70+GyKsmDCF2KxmhCFxjRiKcj4P5oAsYgMB8hTEk0Z0jiSK9WJBQNoWATIwtPP9fR/yYjoM+L5E0uHjMiAoiA8RHQZ9ChuHqV8SvfWA8hspBvjTWC+oiAxyHg/kGHB0GG4w4Paix0VUcE9IkmdHQITSECiIDRENCHJtx+p8NosKI/iIA3IaAPTXgTIlgXRAARkCDgurkJyXscHtcS4ueyXOk8N82y4qN5vZmVK5e40h8sywcR0Cea8JE7Ha4/P4ARgB3YLuYIRhkCX7jeMSzRpxDQhyZ8CjLHK+vI414a1hhHyBUYRwjBhVwBJYiAvgjoPOgQRhbiIQZ7JZT5rfi0pfitUPFTmIrWwI6aviI0kr7KbmqyEQRLEm5zCpriG5+KXV1RU166+OFOeSlM3+5NVhYyICnI4UWJyxDQJ5pQvNPBnsKW1ASEjAiEri5wgUQuZGQsI9CHXX1xiYwOoCuy3ijp/4Jc6LFMIrCAJDtTEwsVSUTsADMIf8XMIgjF/ig2uTDowPGFIj4odA0COkcTTXZaHCBIjCi+5aGh76AP8i5qt88LlpugKRQnySt3Q+w/BhEOtiaqORUBo9CEIhdo1NxBfcllXMMgixGYgl0W0O7bYjaRa8olGl5hEiJgBAT0GXQIdzqEgYN4jOBIl25sdOCgvniAoCPcdnmEldV8RlAcazChYpKOdURTiICAgD400RxAxYQCnd9u/2+UPosmoFezTcNPsaagpiYEBUdsahTnSJJw11N8y0N8KxSHJI7AiDrNR0CfF8khmlCcxWy+f820wKIJwYjkZzONY3ZEwEcQ0CeaMCZH+EgTYjURAWcjYJQpTCfVUzyFCUU0f7LASX6iWUTAyAjoTBO1tWeMVtuamnzBJde717r1E1D6jRsfGw0W9AcRcBwBfQYd+E6H44ijJiLgcQjoQxMeV210GBFABBxHwMtp4qGEQ7A7Doddzdtu62ZXBxUQAS9DQB+awDsdXnZaYHUQATEC+tAEYooIIAJejIDOdzoYUvI4/4vUgZDE5HAsHMj1maZYWfFYaBJBX6ORBH/sGlczojjWEITCzRSxmvgOi5pZlCMCHoGAPtGE+E6HQAFCn5T0ZFAAibzHMomcYhRxFCw4ot8oZXlx0Pmhz7NdSBULJezANBWZRW4cJYiA8RHQhyYaVU8JazQqr17KEkpqmktABGzXyyu0gwgYEwH9Bx3Q5eAKL4/zjVn/5niFw4rmoId5PQgBfWhCfKdDMu9gWCwkdNYEP9m4owkZMQsi4FkI6EMT4jrLu592SK8WfcjtiEtpVLSiraztHhQKUYN8ooEJBbl8FhNjDc/qCeitBgL604QkmmADENYV1TpkY+VQH7Uskqo6qKYBEEtS7POOC+3aRwVEwMgI6DOFie90GLmN0TdEoJkI6B9NyAcLel3Sm1lVcXbtYYiOBeG7oTqCiabchYDONNGyZVeoybfr6V8nbboY18WIvIK4noUcE5R4AQL6DDrwnQ4vOBWwCoiAGgL60ISadZQjAoiAFyCgP004sjq248Dpa83BchtbqN1lux0sV64GluVCscSJRVu/hM6Kg9W92a7tD6Z6JQL6zE04b2VtR77xoXvDNKFQd81KSBb71AsKyUdA2E9Y758xBS78rxfOnmJH/2jCU2qul592L/h6FaRhx64PdhU0jLMkRg1IEHaB8koFfaIJOTTCV3nEV2bxp3rEX+WB7OwnUxAfM8tqRoSMTE3+KSC1uEBNU9FDMC7Rl5iVhxKSbskU2FdCWJKQRdAUG1Hs1Yqa4JsjAYVYR+6tpPnY14Pwq2Lys9pnJfpEE/I7HdCRFHu7olwRfUFTO1XowALFCH1YjSMEg0xBrNbYQhV9Y3QAvZF1SEn/F+QsL/sJfwUWkGRnamKhIokoeiIWyguymwUVEAGGgLOiCUV85ddwUIOeCXLY5Z1W0YhHC8WUwSrieJ93XFMRIrVgRKIs/hChoh0U+iACrqMJ4WoPKCvyRTPRF+iG2bEbSjSzOI3s4tBAzgvijCxGYBK7LKBtSsMfSBIXpK1Jla33OJAy7GLlIwr60ITz7nQ43gxiGnI8lzM0G9UnHXegOWYdpxhhklLCEThh4XhLeZ+mPjThCC6Sq704i2TcwZLEEYcjFCC334SAorGFMlclHVgcTYCCRheVaDJrGkLFgYPdMMSR1tHWEW6F0uqsN2srY6r3IeA9XySXUIkjzKJXc0poQvunXoUKdpoTZejuDBr0SgScdafDK8HSqJQLLumKpburXEVnUOitCLhu0OFsBHUZdDTNScmwwvFBR9OKE+fSGNE03zhaQAQYAt5DE1CfJkxGOOk8wN7rJGDRrFsQ0GfQgatXuaXxsFBEwDUI6EMTrvEVS0EEEAG3IIA04RbYsVBEwJMQ0Icm5O90eBIG6CsigAhoIqAPTWgWgYmIACLg2QggTXh2+6H3iIALENCHJvBOhwuaCotABNyFgD404S7vsVxEABFwAQJIEy4AGYtABDwbAX1oAu90ePZZgN4jApoI6EMTmkVgIiKACHg2AkgTnt1+6D0i4AIE9KEJvNPhgqbCIhABdyGgD024y3ssFxFABFyAANKEC0DGIhABz0aALnLn2TVA7xEBRMDJCHC4gIqTEUbziIDHI+B/+fJleSU6dOhQUVEhkYNQrilI5PoaypiECCACHoSAwtwEowM5KWgQgUaSB2GBriICiIAiAlKaELODg0yBHKGILAoRAa9BoAFNyHlBLpGQAnKE15wKWBFEQA0BG03IGYHlkcsFakCOUIMV5YiANyGAN0S9qTWxLoiAUxDgMCJwCq5oFBHwIgT8Kysr8/PzTSZTy5a3e1G97FfFZKqrra3t1atXmzZt7GujBiLgwwj4FxQUtG7dOjw8wgdBuPjTj0CRffv29cG6Y5URAccR8Kuurg6PiCAc8cH9d7/9LX6q1/FzBTV9FgH/gIAAzk/69ITvwOHv71VfUfWdhsOauhIB2kn84B9uiAAigAioIMBfS60scef8QPg1O2YO7Cr6KEYEEAGfQ4AyhB/h2A7H5vXm6y1/unNO4Kr9KwS5Fx/4XINjhRGBxiNAaYLjLDsxUQNPDo9ev+aVD89tCUzssOKz5UKq3QNC8pLHbCsnZrFmefro5CMWCSFl6WOSjjRUAGUqT7JllNsh5dvGBHYIlO4Kpuw6KVFoPGKYAxHwOQQgUOAITGGy3Uwum77/+uanF24Vj5v60Mxlw7fnv9vhxQ7LM1fYdARl/sB8JAme5mZbYGBcam5iJPRm65Z0hCPRj5O45Dy+lPLtMzMefyTkgrU4wdTRdzNIJ1ER/H0XcUHBnXok7Km4cuXS5T0J0WuOXb586fJ3KdMjQho6I3Hys/05r76WdOGHi8dPnYYD+KlQC56lcEMEEAENBLgDBw7cd18fptHuf9qWbfzvu1fn36yru1VbC/tN/m/2uyd+Pn/t1bi5c0fNVbNVunXUvQU9ElLfTiUkYc+VhVG27mc+/MaTRVM/Gvz5k4lk5uP/GDnjgNXIn/dcfnMAyfsrTQ77fFvIYJJ4ry2V10rIBFtm8+G/th8Blhts0W9999HEYM1+/lbaO3DH12wmrQJavfrKzDp+Exv5z3/+fe+990oM409EABEQI8DPXgoPTZjItfoK4IgaYIe6OuAIutfU/nFC55hXe67/5q1249su27VM8oSFuWzrqHZtE7mUywsfIQ+/9d2VK49kt2vXbtTWMjPT5AYu/OgZsm1mweNPWDmCV9vzZ1p0Wfq+iCcK7m0/YsaMjSXPfHTl6tXLVzITeAU4vrIoylLcnzPFSZevHF/Tw/6zHk9PGHep4nJVdfWUSRNNZlNdfZ308RA8HRABRMAeAv719fXXr123qNWTn2ov1NQCQcBeYwko6mpBUlNf321cx7r6+uXLl/34w8U3Jy2ELGZz2c74fq+SFUdLSjty3PVr+cAqN65dj5xdVjKrbOfijafnB28NHb+ekGk7jz67aDY5vGj50S3j7ynfuTgP1Kpqasy/5OffGXXzQFpU1Irl6ePvyd84st+cw7w3qe3+An+n7Sx9rR9nLs//7u057d62uMmSSNSKo9euX9eMJr799l+QBwKK4qJiGF/BM+kWE9b/QfUlEvyJCCACEgT8zYTUm+APv5nIuZtnqgWC4KOJGhiA1NfV1tWffq/sWkn1yJ5xA+4eWFBY2KlTZ0I6jt1WOpaQLxcH99sA+aftyOv0akgw9POoZUe3zh8PornFpa9+sXip+Z677ibl5vxX+wW/CtKo5YdN/Cqc5nv++AApSuv28tZxd5mJ6e7xW4tpLvFG3bPKzeajS58peWbreGAlc3n5BZO5Xn1uAaKPvKNf9ejevUUL7sPd/3jh+efatG4tMW6tuUSMPxEBRMCGQMNnEE3k+5sl/JREDQQUcABxBHDE8fSSX4qqgCBGjouDrGGdwniOsG0dO0URAuSw/qkB2uB2W5qXPu6eC+8vYREDVf5qab958CuMxhw7iuaTpSFPUcbhN2CTrePLxRJevDGMUg3bKB+N7yj8FB98/I8M4JAxo5+or6tLfWfDR7v/MfnZifKAQjEvChEBREBAwJ/OS/hZr8j1pOhGIT8lYeGIb7edv3r+BiWIpyhB8PzQgCCYIY7rtuzodrjEs5/m8h3AAzazcMO15P1n1pKXHzszb0DIPFCKWpEHhYK6H/fQ62XFr9ta5Atu2o6S1x6CYAECh/gSMMIUwOYzr5Kl6SFb40ueWU7m0WMaU2i05XNTJrVp09rPz+/69cqEl6fBMQQwlZU3xFm08muYxiREwJcQ4B/Whqer2FZPYMLyFj8Z8cWWgivnK+O6Px43/nFI5PlBgSBYPr+oIdzc4NBDVuQGrjiaHuxn7cPw1MSGT8jR7RM6ck+XTrChWw48wfl9v3NCvzks58DlR98L4YWQ1wx+wV1RSjYXdsY/QGdAtk+4h3xBhR0npC9/Lz4kuPv75TBzodFeVTeqIZUnJHKjsgr+2iqrkQ2TEAFEQIQA0ATfE9lmIrfqag5uOlNReD2uBxDEEyDupEkQZdvHWzu5yOqhOf2C6ePe0z688Ho/rjx0ctmOIDHsdO5zwgNzDr248/ULZWEryy5YUqk8f92c4HUW5YErn+EuvP/0bG7lhTI+VDGb4S9PHiHx712IP7rw7viSr7Y/3cC4uCAHjvF9FgdAQhXfRoDLzs7p3r0bA+Gel+4m9eTx7o8/3sM+QXgHbqdP5/fpE+kddcFaIAJOQsAfnmPkrIOO79ddzM7eDyXxAYTqEMNJrrjFLFQfN0QAEdBGgJ+bEPWVoUNjtTNgKiKACPgaAowmtGYBfQ0RrC8igAhIEACaoHcWfBgX7urVq23btvVhBLDqiIAdBGg04eOxxOnTp+2AhMmIgG8jAN/puOLbCGDtEQFEwA4CcKfDx4MJOwBhMiKACPjyrAS2PiKACDiEgL/w0IRD6qiECCACvocARhO+1+ZYY0SgkQg4cW5i1qwd4Ays+wLvbkte33777Ukafs7dXbL284tUgS5IwS8kYyLTo3+3dEwYHN64ZaquqQ/8VUsNC6xomg/eCWXFN1yQRtsBDcuYhAj4IAKNGHR8uWTxl0uXAEYPzpv/4PzXHAFr/fqptTX1dfWm2jr4sC/t8DW19c9NXqE90gGO+D4thtmnRGGmdBH8wr5ne9V069bttfcLf7x68/nou/7U+zcaPkDRkFpfbzbVw9p21IGW/vAlxLqqG7Uvv7y6sPBcBHwSETdEABFwAIGGy9JoZgCOeHbUPXXX6/61dXXK0iWJ1xss3CDPChdy6KUpaw6bhNWxCHn88d5yTYlkOlDAin/Pie9jqif1ZlIHuwnIwlRcXNTmzrBPTly56+72f91xpupG5ciHaHyhtkEcAw7U1wFHmOt4ngKOAJ4C/cLCAqQJNdxQjghIEIBBRyOmJ85l/9TCZLqzzvwLB6tOLXnoNdF6MjJoIdiHjvrccw/U1pogpoD+CQc1NXRha+1C58QGZSz65kRhRdfQDpQjzJQsYNwBnwX+38/Kn3qq38CQ2xel+639tKhHx9YRIb+TlQycQhnq7bfzzCZzHQQUMp4CU9o+yG02X/LJJ5mPPjpCw465dFPcus57lgxS1Dk0v9WwNeKUxM8qlwyULcxjPjQv7tyLeyaHgCoct8mKvSEzSAvqtvuJ/MzJwZbb4YfmzyOLG1gr3fxYAkljdiT+QPb5OTFL+SJ03Ki3w1IUDMak5WeApwp37s3mki0AWYYCDgp2nCCSICmH0QllusGkQxzxn7Vp2x58ALw7eb324o36H2+ZWpvJF0sWa/i7ceN6oAmI9tevPwr7ho1f/u1vX23a9FVNDQwCTJCqkfeT7y5X1rX4fRjlCBpNmAiMV2A1q5p6DgKDrH0n8i6Sfg/3Onaxxc4DhTU1NXJTjKFemNbv+akPAk9NmvTHpyf8YcyYSIhlgKccXyb30Pw7Wre+Y+TmBiWYD7UUC81mv/kjW5TShT2bvQV17snbgA7TunUr6z7vEG88avGZ1L+k5VdWVean/SX1zI0bS+UcAWqHs048ERPMXC3s8rUAABqySURBVCk7d2JG7ECxW8xymwSSWpkWU7x5pLWUrNgXQ8tsitD9cj4mgp0GFswHX+u2m5DiUvPB+TYnwVuLn2Jl4Rg4DqozcnOJYqogjKH1qob9sxlAglVwUFmZNYNPFmHy2OZS+2jzJapqKqZKhEABAj60LUZuErcy0CgILUhq18rzU1VpglHD/2/dCvYrOxYPjrj8xy6/ugpnByE/EnLJgZrTvlpnip/YNz7+/qef7jNuXJ+xY++rgSW66+wsZp175kr3sA71JkoQOz89zWgC5jJva2FeGd8lvMWVzI+/AeE9Ib/Jy//lxx/BHenGGGptat7atZSkYN8SP/3Dzu3fe+4vjKd+/PCDN1u3OrB4kTSn9Tft/K3vyIqFU/ZmKrmttZUIgDjaZNVbhK1bsg6sZqTp8tAIy9yMugl2mjIqYd2PndbD1uQkdAtoPf8g39Vz1gwL4HVsfXjGZ1U39kwJ5kKCQkkPa7dcMjAkOJgTumKbNl0Teo4iCSyvhbCgFDNwRJtY8lnm0smDgrlBS/gubd2VaQuyAJtkxdI+n0qmg2PqdbKXMiOrsvJMqj1ooOKbR9ISKyvToArzDzXgFMVURSEXPGWPtXaVnyXGAGuKIprgyXupM/AVCBLMoGOtcG7LCLtsaK+ehktXpYmTW7cO63018fmwl+Lu7t2Sq/ry0i/FN37DkVuEAFnA/pC9WUwIG2prTBs3HIU44m+bvv7737/etu1rGHrAjIE2DP8uun5/j7sglNiZdbr2h/PvpH9FZz/pwIO0ut3/+eG/Lyn4ocZEgn8fVPizqaKiQm6NMdQUGkf0BZ66ryKn5aH0VzdObnnkvS+Xzb/r7MHSDz5YljZ5/5LFO175H3l2KinjTsbUvggrAcNZMLmmMpX6DHHEMFJzYwmdiwVhfiq3aotCJKxs0J4Uzuw2bWLXrImFqxZc14UO/Bm7mLLsp6Z3axPQptv0U4QETUpjwUV+6gzhss9yWa7Ah9d9/IRwcbYVbyEOvpRTCV2FsAVObm7gUtsFfM30hBxrrhlZIM+YRLbEZcVWVi0m89Uu1IwUGvTMwwSywKgAbAVNmj3j5DnVyCs0glj9GbYmZVgbSlIUEzl0OeAAJS9KZzm8pph9Dq9L6JlFxyFcyKSMLLIKgg8RUyimKgqt5VJyXBWROskSozEx0DQt/S3aIgAdBG49O1OFzpPSnvh4uiPxjrxahpXACJ2uPCnffz5x/LYTv/z82cWLB3768djVKxdvmWpN1WYSEff4rOqbsPd/4w15LibZv38fTAcAHdTW1k+YcP+48X3Gjb1vzOjIJ564DyYp6KjDZAYdteylFTdDO7aDeOHoNyUzHqjp27YyeXFmWDvz2O3+c7edieoeCPOQMBHZ7u7Aimvk2rVf5HYYQ63bAHHEF8BTp99aDhxB/rn59SfJD7u23FmUtzxtMnlv81v3ky/WvQPTmXILfiHmUaRltza3bymDmRSuRSgX2sKv/DwX04X+ZHtIuDmnkE5x0G+wKmEoMQsngUJB1ozP7b1ZVbUvMXFf9d7nQrghw7nprCfsG7Z0cAvWTH5cz7Vnqqqrzqztyfm1aBEa7ldY4ld+4GO/8BDeJegXdMqFX0qU2/f6MK5XeIn1p9VDjkvMqq6qOpvWk2r3TDtLj2NmZlVBsaFMOe/12DUxtKDq6puwU6+oXQ5KfG7vskF+h8FyVtXe8PUNYg3q7WuHaNHwMiGvz/YWgwdb/efAMjd7CiAppDY44P1hhWYlUpcspTN4wfCaWJ4XCPenYYm8h4Lz1csGC6bKz5+I6dLJ+rNTF7L7QLnNH8VURaFgMO/1lV3SpG6HPvcJNASNbBL3AXQlhaRLGIUU1l+ckvbkxwlbyuj3LW3levSx1p2O789c96szw6f1bpgJrDZLr+hwQYjir7DqW2Zm5pgxoyF97ty5q1MUovoHH/J/4IE/njx58u9/3/Lss5PkloLb33625EqnkA7+LbjTP3F/m/HQnP/+9/6Fpac3x/3p9cOnCg92ubcTxBcXyy4FtjZVVdGFcCUbY6iJ8X3ppOmtupOXZi2augo4gtSRRbDszgjKERAXPf8t6Tx2XEFBQZcuXSQWYMneKXtvTTZzm0fc0QouqjF1ZzIbfFVQWqQuvw9lpaSsTmk4i5cS2yqFQJ9ZQucYTr7cNeBl+H9M2ln4Gxphzjn0z929YvfKp/dSVpOsfSR26Lys6qWDGoQ8vEEwsfaMks8H592xMmJf2omhrCCLSuK+pfwRDRYChqbErH2RkJClN6t5acmmR9d13iuUsrT6ptwwmI3l6xUTUUYGNbgsy5VVJYn7qpaEbR7xEikOi+g1dN2hyTwoCluvzkEKUqtIMVVRCDnMJZtWnngyTcnl0pyPcmLWppGh8zatPUHm7A3h2ICqtLhzWlqYhgMel6Q66Bi4cOHJGtMNk/m6mcCdT/guGPyFZar7TJ+uXcnPPvsUFE6cOPl0vHh7Wvzz17/+1f19+3711Vf5+flya38I+dW/TlyAaOL3ne48Uur348+Xu3fvzj8pRYaOibpw2+/ue/g+oImSUyXhv+ECAgLkFiBcAYLYuOHLv7375aZNX3/RatClex99/SN4bIPfgSNuWjiiy9ixGndGGVlUVdWkEf91h0hwZ3NOga200nNcjH7PXsxrdUdAFqHRRPXNM2kx9JqfNRP+8ldX6IN8VxeiCd6L4Jguu2M/GvWira+cnN6lFdiBngwde9CgJVXAFHSWQgyRxebeKcHFBSdFCWaY23gMOOJs5uQwVpAtmuDVeI5YEXFmX6LYnGPHg4BTaGBydtTulzaVqExAFhes4f2HPTZldWxAK0td5EWEBk1+ce2JlZtL5Um85MQ50Xws6c2PBmybYqqiEPIAF5BRfwqRETGgsW53rxk9ScySsxG7C2bbGOvQutih03OIPEsDJzzqhypN/HHWbGgDGANX8hwBf2F3ZIPLe96RI79c+4VuVy3/foHfV5ngl16f9Op1sTfEi7CdP39ebjO6e9szBT8BETwe1+ei/z3/szm/6mYtpQlCb3kwjoBBx89F3/fu6Ne27f+TW4BooqbW9PSEPuPHwdTpfaNH33fvfRG1oPfYZDq5wu/wE4Ij4Ah5KAGKJZtatponm3cYWJ+Y0oL1OljjO2c3GRUDMZY+G1yEq5ZYVhgsLiARodQsXPmhq8w7aOtXOfNbBXR9GboTFRYX5JCcgmKbAyxop8MEXsbBLGPVS6GizlR67rigfSjr+KgY21WXgym7vTeBPagCDVto0eKOCtaWVn8yWem6avNAdgSxxmObBA+KwGONDaIkpUGHNUfK0ICALtADYeNCpmSm/UnRVPDkOb12/xOmW2lqKY22LCTLayumKgqZccBYHmgApW4esSIi7WU+Cg2aQmMperYMWro0dPOKE2lnLTAyE57/V5UmVq5cublTp58AZ0Ku8aEE7Hf2tv9wFHR++pHgy5evXKH/XbX+gM8Gw2+Q7+mRuac6E34ojhcA0sfu+80Dwbft3X8SSGFgTK9bNTcLz+Zz/NMPIIHJS+CIi0UX23I3/xDi16FDoLwV4A4L3FKhOzysUWM6s2HVf7eksPkIiCMYTfw9hBz/4P2D696RZwdJyJTaMxH+rVrdDntAwG27R9XQE4EzLzljXhkAnYcKC2bXTAnhqSTHvysvhF3cpRUt2xXCZSorJWd3Dr0esis/FM2fly+RYYTEVsOQeEba2SWhm0fEkqyqsxErH1O9PlOmCA5hTtJwoDRnd292h9R8cF4smWPxX8Eny9SAdXZAQUNRBM5DWCQGIWTKJ7MLLDEChDkkay8UyiIXCVYS2lKwD4MOOpNiSeHg5oyCEk+OswsYzQV0tVznBccUUxWFYBv8PHcihlG2pKiYtL1yxgRO7Fowx8s4AiquPDexZctm2CdNmjxr9uyvV6089MYboAoc0fOZZ5XapYHsxo0bQAGSJaGAaoHc+c/q8CTPcd27dwNNRWvwvsZfhoe9vv30J3trvy/5eUlMLe2g/CPbQBP0/qiZ/Dr4d7d+fWfmd1efHPlbuRG4Ezt7Tho8tkGfw6yv7/NPG0c8/y8aRwBHwOjjg0Ay8p13Br34kmJAAUxRPUVqmwup31tdbz7oP+JcPRuNg2tLq2+xoTuvLYtBpDbUf8M5STqXbl5BsqrTzj0WEJsDQ/kXB06G8JW/1H/CcpoPQnD+8hp+wgK4a2DmnPlw5YcuFMvL2aBQmE0o2TSi68s5oLyEHJrfZfeos5nweEDsajo3kWkbraj5RM97uHxbrUnULFMVlM4sKXzEIZ2boCMOEUC8KoQVM2Mzbfbo5AXZV80zGt85j8MFKjTHWjqcQGB4ENUX4TAvgFXEZsZyRL1oWKTYMXkqZFMWimAXF8KTLzuVLWI2+UKjoaWK3CVz0aMEHNzokji8f//+V16ZOWvWbMX5Rbu1i4mJXrVq1fHjx/v27aum/M033/Tu3XvWrFmvvDJr+PBHFdUyjhalfXIugKt9cQAZNGjwnU/n/Hv76L9+S5mC7cAXX6Rs/3oVvOfRXW7h008tnQqSyj/84PwHH7z1BwIc0WrAABhrXMrL+6ADiasgvceOvXfMWDUf5GaZBDhrS9wdCTmm1PxbwoOMasoOyuEGW7ePR+WnkndEDzjyD/nRKBsedmD3FB20hmouQ4C1UU+vbiDuuuzVjHvv7bVq1f8OGfJI04BOS0vdseM9R/I++OBDMTExw4YNV1MuKPnxx+9L2/6qVc+ePedtPr028zyhL3rycQX0VJN5WO8Wz0b5a1gQLO+c9cqX69d1GjM2YsyY8PCIQ+vXHVi/rueYsZH8T41ZTDXfUI4I+A4CCjTR/MqfOXOmqEhhblJuOSysU9euXeVyQQLPYsNNdn9/OjiC2yLw9pdEOTQ0DMIJDQtCEtz4hEckBFKQ/HTEAuogAr6JAHftGtzHwA0RQAQQAVUE/OEVbdVETEAEEAFEAO50wH1GxAERQAQQAQ0E/PmnlnBDBBABREAVAf+fLvKrTuKGCCACiIAKAv7vv/++ShKKEQFEABGgCNAbjX/+85+NAEb79u2N4MaCBQuSkpKM4InbfQAoDHJuuB0KH3dA+WFtd4Fy+fJldxUtKdc4nhgEEHTDlxEwFk1AS+QcyN+//6Spnn1fA97hMj06PHLo0F6ubyTjeOL6umOJiIAYAcPRRPa+kxs3ToN3tmC53fpac02dadoLb4WHB3Tu3NnFLWccT1xccSwOEZAgoPoiubuQMsH3d+rNb7658I7bWy5esggWxYMNHqx2vT/G8cT1dccSEQExAoaLJuhHumrr33wz+crl6nbtW7388ixYitstbWYcT9xSfSwUERAQMFw0Aevpwof8wD/gCPh761YdfLDLwQYzm/OSOrAtKc/62JhIyCdBiqA1eluZ+tNlzfGEOczKgULYT3PZttGiEvOS+B8g5J0S6shLaJJarVkWXoXqWH5aKyfORS0l5VlKdwwctUJR7ssIGI8mYNl+/vt9ZWW/wN+aWzDmaEw0EZ1y7BJsQ7IDA4WORHghLNVPtwUDaHsnZMDhpdVkZmCg0I0l5wHMjzTZE8ZN2UNooVCIzROVcy01+4iQcuTdxFwVNRAD9QTOJKuhitT5MRY2sVYQqs1zDk8f5rLPM3JJarbAmAwH++Col44pvomA4WgCPhV26xalCfb35q1GfKRLaEKOG7CgouJYXMbM9HKNduWCJn54LIVkfK4YUzTLk/KiU9Epz/enhQdN3HVp9WANN0hCSsopS2cGfsk+NX16tLI6BA4pp1KOfRgfBMtZBU1cTX1vUEGodkbCqSImK/88o0dGRoKYgqhZB8FR9gClPomA4WgCruGwhmVBQQUMN/7z7x+ALBz/lp+kBTsOjlOjAJtmSWFujzDodfLWb5YntOzESOvVngsKUizCWmjY4LhTKYzRjmSfintEbb1u6Phib4GAdk20rXkL1ijLpPYI60gNU5YY0r//EBlP8KU6BI4cFJT4JAKGo4ny8pNADRERHXr0uPO+Pnc1hyZsDZoLPRaicTYzwY/5U+PYHEYgMEkyf9GXbc3xhF7rd1WwgQEtSHMSBEoWOu2RbJIYHyLzxSaIDqep4nkGmmatYGAgDHSSB/CsV1IILEEIzxO2cYfctBwcuQ5KfBsBw9FEQKv2EEf8698/TJ06C5qGzk3Y+5igagsKkYJtbmIB60JsbsIyV6EUSoDN5ntiJQsY2CS+a5t8UPKX8UQ5sATt2mpbx7AeuYUlkMoPqiouZSRYNK0VFIYYfFiRGhcIW1wqzE/IS9cAR614lPsqAoajiVat2kEEcetm3caNq/bvP3cLnq+y92lixbaDCbz0lNQErU6nmM8mbI4n4lsMNotCL284OgAFIJT4xB6JkXGaLMFCgxThJsiR7FRJHWxDDCCcDMusLbCJhCeaD44d7DDZuxAwHE3U1dfdqqnv1y/omWcSgS9oNKF+z1KhLWzhd2Rh4iUIHqiOLa62H/8LNpvjCQw5joWnWMY1gZEZccdoGMMNSM4gcIUHOVzkYbRjCW1YkdDFiR1aoxZgYjaSDaA6pJhlc539n085FffXwyXpKSLCoeTBk4t+4CggjyLvRcBwj1fRicNb9A7o1q0psO/YedLk8KCDzeEvaNhaisKKKPtN2hxPwDqdnJgoLYUfLDRwkE5i8ALeT/5mLc26S5rT+puf9JDYHSCos2EO1Y2ylWKzLCnbetdDgpha0Sj3WQQMSBP0huiePf+Fr3XV1NFvdpnrVR80cmqzwfMabvQEJheS6bSCbYP5B8l9DadWH40jAgIChqOJ0aP7LVm8ln2tC96qAI7o119r5t95beleTxSDIOdVFi0jAhoIGI4mxo4d8Ic/3CV518stn9sxjica7YdJiIALEDAcTUCd4Z1x1782roi1cTxRdA+FiIBrEDAQTcCCUW+//bZrqq1dinE80fYTUxEB1yDAJScnG2HpR+iZBlkL0zieuOYM0CgFV/rTAMenkgz33IRPoY+VRQQ8AgGkCY9oJnQSEXAnAkgT7kQfy0YEPAIBpAmPaCZ0EhFwJwJuoInc2bM1VmdyMRi5s+FVi6Eb6VuX3rmpVrBk41BO3BD0N928GQzvbGIX1MrFNEHPxYdXuaBejhRBe9Cnww/Q99W9c9OqYO7+Bq+NlGx8YdfoYrPZXDx61wtezJre2dBOr5UraQLO2hfIhuINjzi9Vo4VEL3SbF4Z7ZiuR2qpV7BkYyEZLapTCZDG6EfoQ/Ehj4wmu/Z7b3TlkQ3pdqddSRNw1u6b6p73M9yOs7EcyE09G96ArM+f3S/ycP/Z88byF71xMwKupAk3VxWLtyBQsvGTLgneHEVhS+uNANKE3oga3h6EEo9iUGf4ZjKUg0gThmoOFziT++mqVQ/DHY3QF/YTesDf7ejURTwGeaRLJxc4gkV4DgIupAnLHTc4PfnTFO+8uecsofOadKNTybMOWCZxbROXtslM97iHpRoRARe+IRoydZ95qhExQJ/gBsfUDaOHhsKdKPLIhuJ9OM+M50QDBFxIEwZFHq6u3j2dp1JBytriJkEWN+gJagS3XDjoMEJ10QdEABFoPAJIE43HDHMgAj6GANKEjzU4VhcRaDwCSBONxwxzIAI+hgCdwjTIWmYGccM4gPjYqYjVNS4ClCaMsAilcVagNI4nbj9rjEPcbofCxx3AQYePnwBYfUTAPgJIE/YxQg1EwMcRQJrw8RMAq48I2EcAacI+RqiBCPg4Aq6mCX5pxgZrMLqzAazrP3rxe2gKa2Eq1xrXwnTnmWjwsl1JE2xpRvp24vBPDUEVsPLCXPa65IHeL3jhCpCKa2Hmzg59oTe8GQob1DrUsmouroVp8I7qXvdcSBO5nx7fUMzWnoxeeWDWqk/dvr529ErrUpiw3oIXruymthamdT0J2yoTuBame7uh0Ut3IU1Er7SthFlSeNxQa5/AWpCG8seJp010wgbyQiql6NxUWMGYrXaHa2E6EXEvMO2WF8kh7oXV3o2zqkHJxmXHN2xY6SOrLIRMnTuLe5iDzyDAqjS42p0XdGLnV8GF0QSrDJ0p+3S4kZbY5klrg8/0F2iAhwk/N1HcZZlhJpOdf6ZjCc1AwKU0QSkC4lwjfRwDXFrWpdiXvgtgG1/BynaPWGaIcC3MZvQhH8jqQpqgU+z7yf4XQvlv0BnhVgdwBLCWL3EEnNGi2doGjGH5iA+uhekDvb7RVXTh3AQ/795oB52YAabw9u8n/AKQdIORuld/A8yCJKx6uQFWveToT1j30jIjg2thOvFE83zTXHJyclJSktsrYpz3Mo3jiREaxe0+oANGQMCFgw4jVBd9QAQQgcYjgDTReMwwByLgYwggTfhYg2N1EYHGI4A00XjMMAci4GMI4FqYCg2Oi7spgIIiH0YA18KUNj7e6RAQQbqUnhy++hsHHb7a8lhvRMBhBJAmHIYKFREBX0UAacJXWx7rjQg4jADShMNQoSIi4KsIuJom2FqYQzeWGADwktxZQy2voXHG8Eh3UJSWvWRNYK24ZZE7RaHu7qBBD0XAlTRhWwsT1k8ywEoHIeRRy1KYdFVIL1wLE9anki/2SRcO21DMlgCFv+xtN0Whh57S6Lb+CLiQJnLJcOtZSRdQOl7o9ogiOjragqh3roVJVBb77B2usFCXolD/Ew4teiICLqQJW6ckubMfJnMNtF4UfaV81nArZ3hiO9rz2ba0BByteli65Iei0J5NTPcZBFxIEzymbAz88CpigGBCcIejq75581oTbLFPxst02Q+2FW84/rBlakJR6DOdACtqDwFX04T1fCwevcsIkwFWd+DDIV46iclzofJin6JF7myniaLQ3lmE6V6OgOtoAibdRT2x4YrvbgfZS+cmAFffW+zT7SeTFzrgOpoImbpv7lnrOpg0zDfSGpRe+p0O7cU+YdlL+YyMotALT3ysUmMQcB1NgFe2EbD1lkdjXNVdV/SsgMFYS6eq8ot9CksUW25B22pNP5ZimZFRFOrkBZrxfARwLUxpG+IbogIi+Iao9OTw1d8ujSZ8FWSsNyLg2QggTXh2+6H3iIALEECacAHIWAQi4NkIIE14dvuh94iACxDAtTAVQMapOwVQUOTDCGA04cONj1VHBBxD4P8AKlrRt3L0KFoAAAAASUVORK5CYII=)
可以见到第一组又出来了, 之前不是说第一组的最低分是40吗?
答案都好简单,因为分组前 where字句先起作用, 把分数小于60的数据都排除出去了,
分组后
当having子句起作用时, 第一分组已经不包含小于60的数据(Allen), 所以第一分组这是的最低分是60(Jason),符合条件拉!
而且having 一般和group by 一齐使用, 但是where 也可以用group by 一齐使用的。
下面用个简单例子讲解下:
有一张分数表Grade_1, 3个column 分别是 dep, name 和 grade, 如下图,好明显可以用部门dep来分组. 表中总共9条数据
下面语句是用来列出所有部门的总分。 并没有用到where 和 having 字句。
select dep as Dep,sum(grade) as Sum_grade
from Grade_1
group by dep
可以见到3个组的总分都列出来了。 呢个唔难理解。
where 子句:
下面用1个where字句, 意思是列出所有部门分数大于或等于60分的人的总分
select dep as Dep,sum(grade) as Sum_grade
from Grade_1
where grade >= 60
group by dep
可以见到, 部门1 和 部门2的总分 都比上面的总分数减少了
是因为 where字句的作用, 语句在分组前 把第1组的 Allen(40分)
和 第二组的piero (45分) 排除掉了。
第一组和第二组实际上都是其余两个人的总分,
所以可总结出:
1. where字句用在group by之前。
2. where 作用于单个记录(行)
3. where 作用生效后(筛选后), group by分组才生效, 也就是where字句作用于 group by 之前。
Having 子句:
下面用1个Having字句, 意思是列出最低分数大于40的部门的总分
select dep as Dep,sum(grade) as Sum_grade
from Grade_1
group by dep
having min(grade) > 40
可以见到 结果把整个第一组排除出去了, 是因为
第一组有个人Allen的分数不大于40 也就是说 第一组的最低分是40, 不符合条件。
所以可总结出:
1. having 字句用在group by之后。
2. having 字句 作用于单个组(1行或多行)
3. group by 分组后, 才用having 子句来分组, 所以having字句作用在分组之后。
where 和 having 子句一齐使用:
下面语句就是上面两个条件一齐使用,
select dep as Dep,sum(grade) as Sum_grade
from Grade_1
where grade >= 60
group by dep
having min(grade) > 40
可以见到第一组又出来了, 之前不是说第一组的最低分是40吗?
答案都好简单,因为分组前 where字句先起作用, 把分数小于60的数据都排除出去了,
分组后
当having子句起作用时, 第一分组已经不包含小于60的数据(Allen), 所以第一分组这是的最低分是60(Jason),符合条件拉!