如何给多选按钮动态赋值
今天在设计在线答题的功能，需要用到多选框按钮功能，想通过填表公式给多选框按钮动态赋值，结果无法实现，关于在线考试功能，有没有更好的方法，谢谢data:image/png;base64,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
本帖最后由 Lato_Howard 于 2020-9-5 22:17 编辑
您好，单选框只要进行合理布局后，效果可以和多选框一样
使用单选框的方式，数据项类型设定为是否类型，左侧为数据项的名称，这个名称再设为一个文本类型的数据项，这样文本类型的数据项就可以进行填表公式的动态赋值。
单选项是否类型，再加一个文本类型数据项，是两个数据项配合一起使用吗？ 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
我按你的方式做了，如何在线考试这么做的话，需要做很多个明细表，一个题目就是一个明细表，还是没有多选按钮实用
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