请在 下方输入 要搜索的题目:

Wanda is reviewing the application development documentation used by her organization and finds the lifecycle illustration shown here. What application development method is her organization using?Wanda正在查看其组织使用的应用程序开发文档,并找到此处所示的生命周期说明。她的组织使用什么应用程序开发方法? <img src="data:image/png;base64,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" alt="">


A、Waterfall瀑布
B、Spiral螺旋
C、Agile敏捷
D、RAD

发布时间:2024-09-24 00:57:58
推荐参考答案 ( 由 搜搜题库网 官方老师解答 )
联系客服
答案:
专业技术学习