@Zhe without doubt, must've been very easy for you :P But I like to think of those upvotes in a way that: they validate how well you explained a topic to others who didn't know about it (which you excellently did!), not how well you already knew about it yourself; so I insist you to keep on answering beginner questions, they really help ^_^
@Martin-マーチン (and anyone else improving my suggested edits) Could you please leave a short, template comment like "I improved your edit" directed at me whenever you improve my edits. I checked everywhere, and apparently it's impossible to be notified when someone improves my edits, instead of just accepting them. Your improved edits help me a lot to learn mathjax/latex/how to do that stuff more neatly, so I'd really wish to view them and try not to repeat the same thing in future, thanks! ^_^
@GaurangTandon i'll try to keep that in mind, but no promises. When you review these changes, you don't have the possibility to add a comment. You'll need to open the question separately, and if there are a couple of edits, I will probably just forget. Don't worry too much about it though, I find you have quite a good track record of suggesting edits, and it helps a lot. so adding a few things here and there is no problem.
I have never before heard/read about something as a $sp^5$ hybridization. Today, Henry Rzepa's blog post made me aware of the existance of such a bonding system. That made me search a little bit and I found an entry in a german chemistry forum, where this question was also asked ... they answered...
I concur with that post, if it was improved it was still useful. I see that you want to get even better, but that just takes time, don't force it. My initial edits were not complete and I still makes mistakes. Sometimes it needs more than one mind. Don't worry about it.
@pentavalentcarbon yes, I always forget about the \begin{align}, it's excellent! Though half way through that edit I had thought I was never going to finish it, but then decided to finish it anyway :P thanks for improving!
Is $\Delta T$ solved by using: $T(\mathrm{final})-T(\mathrm{initial})$? Or $T(\mathrm{initial})-T(\mathrm{final})$?
I am getting some conflicting info from class and online.
@Zhe at first I wanted to use Jacobsen's original procedure for the asymmetric imine cyanation, but that Org Lett paper you cited (doi.org/10.1021/ol902540h) looks so much easier...