Episode 268: Six Reasons Why You May Have Failed The PMP Exam Three Times (Free)




The Project Management Podcast show

Summary: Play Now: This episode is sponsored by The PM PrepCast for The PMP Exam: Today’s topic is not an easy one. Kevin Reilly, PMP, PMI-ACP (http://krpm-training.com/ - http://www.linkedin.com/in/kevinwreilly) and I are going to talk about failure. Failure on the PMP exam to be precise. But of course, just talking about failure is not interesting. So our approach is that we want to talk about the reasons why someone may have failed the PMP exam once, twice or maybe even three times, and then most importantly what actions one can take to recover, regroup and and begin moving forward to passing instead of failing the exam. And of course, this is the moment, when I self-servingly have to say that If you are a PM who wants to become PMP or PMI-ACP certified then the easiest way to do so is with our sister Podcasts The PM PrepCast or The Agile PrepCast and study for the exam by watching the in-depth exam prep video training from www.pm-prepcast.com. We cannot guarantee that you don’t fail, but we know that our training is effective and gets you there. Below are the first few pages of the transcript. The complete transcript is available to Premium subscribers only.  Podcast Introduction Cornelius Fichtner: Hello and welcome to Episode # 268. This is the Project Management Podcast™ at www.pm-podcast.com and I am Cornelius Fichtner. Good to have you back. Today's topic is not an easy one. Kevin Reilly and I are going to talk about failure, failure on the PMP® Exam to be precise. Of course, just talking about failure is not interesting. So our approach is that we want to talk about the reasons why someone may have failed the PMP® Exam once, twice or may be even three times. And then more importantly, what actions can be taken to recover, regroup and begin moving forward to passing instead of failing the exam. And of course, this is the moment when I self-servingly have to say that if you are a project manager who wants to become PMP certified, then the easiest way to do so is with our sister Podcast, The PM PrepCast™ and study for the exam by watching the in-depth exam prep training from www.pm-prepcast.com. Of course, we cannot guarantee that you won't fail but we know that our training is effective and that it gets you there. And now, let us guide you towards success. Enjoy the interview. Podcast Interview Female voice: The Project Management Podcast’s feature Interview: Today with Kevin Reilly, PMP, Senior Project Management Training Consultant for KRPM training Solutions. Cornelius Fichtner: Hello Kevin and welcome back to the Podcast! Kevin Reilly: Hello, Cornelius! How are you doing today? Cornelius Fichtner: I am doing very well today. Thank you. The sun is shining in California. Kevin Reilly: Yes, it is. Cornelius Fichtner: As it should be. Kevin Reilly: Yes. Cornelius Fichtner: So the topic that we have today is not the easiest one. We want to delve into failing the PMP® Exam or rather what to do when you fail the PMP® Exam multiple times and how to recover from such failures. Now first question to you: We're both PMP trainers. This is what we do pretty much full time. In your view, has the PMP® Exam become more difficult with the release of the latest PMBOK® Guide edition? Kevin Reilly: Well actually, I have to say yes for a couple of reasons. You have to remember that PMI's Project Management Body of Knowledge is the current set of project manager in principles and best practices that PMI suggests that project managers use "on most projects most of the time" in order to ensure their project's successful completion. So if we look back, we're currently on the PMBOK 5th Edition. If we look back to the original edition of the PMBOK® Guide, the first edition which I believe was created in 1984 if I'm not mistaken; and it was less than a hundred pages I believe. So each edition since then contains a lot more information. So really by default the actual body of knowledge for project management is becoming greater and therefore the