{"ops":[{"insert":"一、完全随机设计的方差分析 \n【数据】-【数据分析】模块-【方差分析：单因素方差分析】 \n\n"},{"attributes":{"class":"normal-img"},"insert":{"native-image":{"alt":"read-normal-img","url":"https://b1.sanwen.net/b_article/watermark/82927ec0e6817adbf2cf0fdaaa6ae4d3b8fcd06d.jpg","width":1920,"height":1038,"size":615588,"status":"loaded"}}},{"insert":"\n"},{"attributes":{"class":"normal-img"},"insert":{"native-image":{"alt":"read-normal-img","url":"https://b1.sanwen.net/b_article/watermark/925672090abcc99977bc9a9c51cea0818d62ca51.jpg","width":1920,"height":1042,"size":568254,"status":"loaded"}}},{"insert":"\n"},{"attributes":{"class":"normal-img"},"insert":{"native-image":{"alt":"read-normal-img","url":"https://b1.sanwen.net/b_article/watermark/45b257f5e0b182d911410c202020dc8ca5e7ad30.jpg","width":1920,"height":1042,"size":529223,"status":"loaded"}}},{"insert":"结果与张明芝老师例题结果一致。\n二、随机区组设计的方差分析 【数据】-【数据分析】模块-【方差分析：无重复双因素分析】 \n\n"},{"attributes":{"class":"normal-img"},"insert":{"native-image":{"alt":"read-normal-img","url":"https://b1.sanwen.net/b_article/watermark/b7c5b7325bf75bf98f2900233d440fe4f1385777.jpg","width":1920,"height":1048,"size":655006,"status":"loaded"}}},{"insert":"\n"},{"attributes":{"class":"normal-img"},"insert":{"native-image":{"alt":"read-normal-img","url":"https://b1.sanwen.net/b_article/watermark/2c6f64458b36c4feb0832e6928620b18ac611f6b.jpg","width":1920,"height":1038,"size":608762,"status":"loaded"}}},{"insert":"\n"},{"attributes":{"class":"normal-img"},"insert":{"native-image":{"alt":"read-normal-img","url":"https://b1.sanwen.net/b_article/watermark/1097fd3a7b26e88be381ff684fa832877fc744d9.jpg","width":1920,"height":1039,"size":606378,"status":"loaded"}}},{"insert":"结果与张明芝老师例题结果一致。\n公式计算法不再赘述。\n 参考文献： 张明芝，李红美，吕大兵.实用医学统计学与SAS应用.苏州大学出版社，2015.\n"}]}
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