Chris uses the standard penetration testing methodology shown here. Use this methodology and your knowledge of penetration testing to answer questions about tool usage during a penetration test.请参考以下场景。Chris使用此处所示的标准渗透测试方法。使用此方法和您的渗透测试知识回答渗透测试期间有关工具使用的问题。 <img 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" alt="">Which of these concerns is the most important to address during planning to ensure that the reporting phase does not cause problems?为确保报告阶段不会造成问题,在规划过程中最需要解决的问题是哪些?
A、Which CVE format to use使用哪种CVE格式
B、How the vulnerability data will be stored and sent如何存储和发送漏洞数据
C、Which targets are off-limits哪些目标是禁止进入的
D、How long the report should be报告应该多长时间
发布时间:2025-01-14 07:22:34