有三个关系 R ,S 和 T 如下图所示:<img src="data:image/png;base64,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" alt="">则由关系 R 和 S 得到关系 T 的运算是( )。
A、 交
B、 投影
C、 并
D、 选择
发布时间:2025-09-03 16:17:26