汪月琴ZVV 发表于 2018-6-30 05:46:35

你好,我这个打印出来的销售订单只要显示数量,其他都不要打印出来,请问要

在用友畅捷通T+财务管理软件的用友T+销售管理模块中碰到如下 问题,你好,我这个打印出来的销售订单只要显示数量,其他都不要打印出来,请问要怎么设置,详细问题描述如下:
你好,销售订单只要显示数量,其他都不要打印出来,请问要怎么设置

用友软件胡跃梅 发表于 2018-6-30 06:52:20

您用账套主管的身份登录软件查看打印下拉菜单有没有打印模板设计功能

用友软件工程师 发表于 2018-6-30 07:42:57

畅捷通T+

社区专家 发表于 2018-6-30 08:37:24


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

知识分子 发表于 2018-6-30 08:55:40

您好,您是哪个版本呢?

签到达人 发表于 2018-6-30 09:58:18


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
没有打印模板设计的功能

汪月琴ZVV 发表于 2018-6-30 10:26:58


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
没有打印模板设计的功能

汪月琴ZVV 发表于 2018-6-30 11:37:18

您好,点击打印下的打印模板设计,将不要打印的项目删除后再保存模板打印。
页: [1]
查看完整版本: 你好,我这个打印出来的销售订单只要显示数量,其他都不要打印出来,请问要