Oracle 定义变量的方法
1.Declare
如下图:
![Oracle 定义变量的方法 - 饥民 - 饥民2011](data:image/png;base64,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)
注意图上2点:
1.无论定义几个变量,declare这个关键字只写一次, 跟sybase吾同啊。
2.begin end里面的select 要带 into 啊..
3.declare 一定要和begin end一齐用啊,而且要写在begin end上面啊
2.使用&符号
将上面的例子修改一下
如下图:
![Oracle 定义变量的方法 - 饥民 - 饥民2011](data:image/png;base64,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)
执行时就会要求你输入变量的值
![Oracle 定义变量的方法 - 饥民 - 饥民2011](data:image/png;base64,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)
如下图:
注意图上2点:
1.无论定义几个变量,declare这个关键字只写一次, 跟sybase吾同啊。
2.begin end里面的select 要带 into 啊..
3.declare 一定要和begin end一齐用啊,而且要写在begin end上面啊
2.使用&符号
将上面的例子修改一下
如下图:
执行时就会要求你输入变量的值