Anyone taking the EET Transportation Depth Course?

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Superlaker24

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Is anyone taking or has taken the EET Transportation Depth Course? How is the homework for you? The problems seem tougher than other problems from other reference materials. Does the difficulty level match that of the exam problems?

 
Is anyone taking or has taken the EET Transportation Depth Course? How is the homework for you? The problems seem tougher than other problems from other reference materials. Does the difficulty level match that of the exam problems?
I am also enrolled in the EET Transpo Depth course and I am really enjoying it! I do agree that the homework material is challenging but from my understanding, the course is meant to over-prepare you for the exam, providing example problems that get down to the absolute basics of that concept and taking it any way imaginable to make sure you understand any possible situation that can be thrown at you on the exam. When you say challenging, do you mean that you cannot solve them or it is just taking you a while to figure out the answer? Good Luck!!

 
I am taking the course also. I'm not sure how else I would have studied without it.

Some of the homework problems are quite difficult, and then others are average difficulty.

I am curious... It almost seems like we can get by on the exam with just our 2 binders alone? I am obviously bringing the additional resources for the afternoon, but the relevant charts from AASHTO, HCM, are either in the handouts or posted online. Very nice to have.

 
I am taking the course also. I'm not sure how else I would have studied without it.

Some of the homework problems are quite difficult, and then others are average difficulty.

I am curious... It almost seems like we can get by on the exam with just our 2 binders alone? I am obviously bringing the additional resources for the afternoon, but the relevant charts from AASHTO, HCM, are either in the handouts or posted online. Very nice to have.
From what I have gathered from everyone here on Engineerboards, it seems that the breadth and depth binders from the EET course will provide about 90% of everything we will need for the exam. From my own experience through studying, I have been able to use the binders to help solve about 98% of the practice problems I have done that are NOT related to the EET course which leads me to believe that yes the binders can be used for a lot of what we will run in to. This course is amazing. I took the exam this past April and leading up to it I had no idea how to study for it or what to focus most on and this course took care of all of that! I have already counted a few dozen times where we covered a specific question or topic that had I studied it before the April exam I would have nailed it so I am VERY optimistic this time around. Good Luck!

 
Fort the Transpo Depth you're still going to need the required references, your call on the paving books.

For the AM, I went outside my EET binder for 2 problems. One came from Goswami, the other from the CERM.

 
I would bring them all if you have them. You wouldn't want to miss a valuable point on a lay-up question, just because you didn't want to bring the reference. At the minimum, bring the HCM, MUTCD, and Green Book.

 
My plan thus far is to bring both binders (obviously), my CERM, my Goswami book, the Green Book, MUTCD, HCM (all three volumes), Roadside Design Guide, and my FE reference manual. I have a few pavement books in the office I may bring along for some extra reference but we will see. I also plan on bringing all of my practice exam booklets just in case I see a problem on the exam that I recognize from one of the practice problems.

 
That's a solid plan. Do you have the HSM, Ped Book, and ADA?? I would have those as well. I probably wouldn't buy any of them, but if your creative in google .....

 
unfortunately I do not have the HSM, based on what I have read on here from a handful of contributors, the majority of the questions pertaining to the HSM on the exam are covered in the EET depth review. I don't know if I am comfortable risking it or not by not getting it, I have tried searching "preliminary" versions of the HSM online but could not find anything that would be helpful. I do have the ADA here at work and I am glad you mentioned that because I would have left it here, so thank you! I do not have the ped book either but I will do some googling around and see what I can find! Thank you again for your help, support, and suggestions John QPE!

 
Can anyone provide more information about the Goswami book, and why it would be beneficial to have that?

I was just going to bring my 2 binders, CERM, AASHTO, HCM, and RDG. Definitely don't want to bring something unless I know how to use it.

 
Can anyone provide more information about the Goswami book, and why it would be beneficial to have that?

I was just going to bring my 2 binders, CERM, AASHTO, HCM, and RDG. Definitely don't want to bring something unless I know how to use it.
Its just another text, IMO, a lot easier to follow along or "learn" topics you don't know. The CERM is too technical for my liking. Goswami isn't as all encompassing as the CERM though.

I wouldn't stress out about not having it, but if I saw one used for $20 I'd buy it. One of my test questions came straight from that text.

 
Can anyone provide more information about the Goswami book, and why it would be beneficial to have that?

I was just going to bring my 2 binders, CERM, AASHTO, HCM, and RDG. Definitely don't want to bring something unless I know how to use it.
I have come across at least 5-6 times over the past few months where a problem will give a key word that would indicate what they are looking for and if I am struggling trying to interpret what they are getting at by using the CERM I open up Goswami's book and sure enough it had the needed equation in it's simplest form. For example, last night I came across a question that gave a slender column pinned at both ends and it provided I and E and asked for the Euler's force on the column. So I flipped through my EET binder, didn't find anything of use, flipped through the CERM and nothing jumped out at me as something I could use, so I went to the Index of Goswami and boom, right there in the index was "Euler force", flipped to the page, plugged and chugged and got my answer. Long story short, like John QPE said, it is just another reference to fall back on if need be.

 
I have come across at least 5-6 times over the past few months where a problem will give a key word that would indicate what they are looking for and if I am struggling trying to interpret what they are getting at by using the CERM I open up Goswami's book and sure enough it had the needed equation in it's simplest form. For example, last night I came across a question that gave a slender column pinned at both ends and it provided I and E and asked for the Euler's force on the column. So I flipped through my EET binder, didn't find anything of use, flipped through the CERM and nothing jumped out at me as something I could use, so I went to the Index of Goswami and boom, right there in the index was "Euler force", flipped to the page, plugged and chugged and got my answer. Long story short, like John QPE said, it is just another reference to fall back on if need be.
I liked the All-In-One for its water - open channel and closed conduit.

FYI, I think (maybe?) the Euler equation you needed is in the CERM, and also the FE Reference Handbook.

CERM:

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

FE:

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

 
I liked the All-In-One for its water - open channel and closed conduit.

FYI, I think (maybe?) the Euler equation you needed is in the CERM, and also the FE Reference Handbook.

CERM:

FE:
Yes, those are exactly the equations I was looking for! I must've looked right over them while I was burning the midnight oil last night, haha! Thank you very much, ptatohed! I appreciate you pointing those out and your continued support! We are getting down to the wire here and I am doing all that I can to make sure I walk out of there knowing I got a 100! or at least feeling that way!! I cannot stress enough how helpful you and John QPE have been throughout this process!! I will definitely do my best to contribute to helping future test takers if I can knock this thing out of the park come October!! :)  

 

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