则由关系R和 S得到关系T的操作是 - 快搜搜题库"/>
请在 下方输入 要搜索的题目:

有三个关系 R、S和T如下: <img src="data:image/png;base64,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" alt="">则由关系R和 S得到关系T的操作是


A、 交
B、 选择
C、 差
D、 并

发布时间:2025-07-08 05:43:56
推荐参考答案 ( 由 快搜搜题库 官方老师解答 )
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答案:C
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