tzx195 发表于 2021-11-12 13:20:01

关于安卓关系运算符 ||(或)的问题

如果真(A=1 || A=5 || A=10 )
执行语句

这样写安卓的好像是不行,易语言的可以。
请问安卓正确应该怎么写呢?

我现在用的笨办法
如果 (A != 1)
否则 (A != 5)
否则 (A != 10)
否则
执行语句

创世魂 发表于 2021-11-12 13:40:29

如果真 (A == 1 || A == 5 || A == 10)

当然可以的。。可以用的。只不过是两个等于号。

tzx195 发表于 2021-11-12 14:54:34


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
不行,判断不起作用。你试一下呢!

kamikaze 发表于 2021-11-12 15:33:35

我明白 你的意思

如果(A=1 || A=5 || A=10 )
留空
否则
执行函数()

tzx195 发表于 2021-11-12 17:52:05

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

ugvnui 发表于 2021-11-12 20:23:43

要两个等号的

创世魂 发表于 2021-11-13 10:16:59

tzx195 发表于 2021-11-12 14:54
不行,判断不起作用。你试一下呢!

参考楼下大佬。你应该是想这样吧。

如果(A==1 || A==5 || A==10 )
    留空
否则
    执行函数()

tzx195 发表于 2021-11-14 14:49:59

本帖最后由 tzx195 于 2021-11-14 14:58 编辑

创世魂 发表于 2021-11-13 10:16
参考楼下大佬。你应该是想这样吧。

如果(A==1 || A==5 || A==10 )

找到原因了,原来是不等于的过, 如果真 (i != 1 || i != 5 || i != 10) 这样的话就不行。
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