The organization that Ben works for has a traditional onsite Active Directory environment that uses a manual provisioning process for each addition to their 350-employee company. As the company adopts new technologies, they are increasingly using software as a service applications to replace their internally developed software stack.Ben工作的公司有一个传统的现场Active Directory环境,对其350名员工的公司中的每一位员工都使用手动资源调配过程。随着公司采用新技术,他们越来越多地使用软件即服务应用程序来取代其内部开发的软件堆栈。Ben has been tasked with designing an identity management implementation that will allow his company to use cloud services while supporting their existing systems. Using the logical diagram shown here, answer the following questions about the identity recommendations Ben should make.Ben的任务是设计一个身份管理实现,使他的公司能够在支持现有系统的同时使用云服务。使用此处显示的逻辑图,回答以下有关Ben应提出的身份建议的问题。 <img 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" alt="">If availability of authentication services is the organization’s biggest priority, what type of identity platform should Ben recommend?如果身份验证服务的可用性是组织的最大优先事项,Ben应该推荐什么类型的身份验证平台?
A、Onsite现场
B、Cloud based基于云的
C、Hybrid混合的
D、Outsourced外包
发布时间:2025-02-25 23:24:30