根据交叉表中计算出数据的平均值，要怎么设计？
评价表格中，要计算各个测试人员对供应商的评价得分，并计算出各项评价项目的平均分还有总体的平均分，根据平均分对供应商进行评价，1-5分，1为最低评价，5为最高评价。要怎么在填表公式中设计？在EXCLE中，可以采用AVERAGE()进行计算，但是在填赋值公式时却不能成功，请问需要怎样做data:image/png;base64,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data:image/png;base64,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你没有用数据接口，要用数据接口的，我给你图片你参考下，你那个平均要用到数据接口的统计函数的平均字段
我多想时光都可以典当7lc 发表于 2021-4-27 07:45
你没有用数据接口，要用数据接口的，我给你图片你参考下，你那个平均要用到数据接口的统计函数的平均字段
...
你有图吗，我没看那个图无法判断 你有没有图，我看不到你具体做的图无法判断，何况赋值必须要有本身有值的情况下才能赋值，你就只做了一个表没数据也无法赋值的 你还是多建个表把其他人的名字和项目都写了吧，单独一个表无法完成这计算的，需要借助数据接口的才能赋值
那就只能做多个表了然后进行汇总录入。
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