#1: If a student of yours is trying to make a proof, but is simply omitting a simple, but crucial concept -- do you deliberately let them go on and on for a long time - THEN tell them about it, after they've made a fool of themselves? Or do you simply "offer the correction as you notice it" so that they can benefit from the "2nd set of eyes" much more quickly, and start being more productive quicker? I'd like to know which type of teacher you are.
I don't believe you're qualified to assess my pedagogy, but regardless, it depends on the circumstances. If I'm confident the student understand the material and made a small error, I would correct them in the moment. If I'm less confident in their comprehension, I might let them work through it for two principle reasons. First, it gives them the opportunity to discover their own error, which is a good opportunity for me to reassess their understanding of the concept in general. Second, it gives me an opportunity to try to understand their error in the full context of the problem so I can try to better understand their thought process and help them most efficiently by targeting their specific needs once we get to breaking down their work. Making mistakes doesn't make someone look foolish, by the way, it's how we learn. What makes us look foolish is how we present our work and how we handle being corrected.
Jay doesn't need my approval, but having seen him communicating both of these ideas along the way, I would say he has a good understanding of pedagogy and has the misfortune of dealing with an intransigent student who is too arrogant to trust the expert and follow the process to better understanding.
#2: I admitted I was wrong, based on MY FINDINGS; I corrected myself, and was pissed because I'm certain that Jay saw my error a day earlier. His motives are not well-meaning "teaching". He's trying to win a debate here, not solve a problem.
I agree that Jay may have seen that specific error much earlier, but you make so many that he may legitimately not have been certain which error or errors you were making. I don't believe your assessments of his motives are accurate. My read on the whole exchange is that Jay is actually interested in showing you how to find the answer rather than just providing it.
I'm trying to solve a problem. Figure out if there is ANY VIABLE SCIENTIFIC explanation for the AM accelerations being 2.5X too fast.
I'm getting pissy, because Jay is choosing to "posture/stall/hide" rather than simply be productive and make this proof that he says is doable. I'm on his side here... but I'm not going to play this game of "Teacher-student" especially where his goals with me are non-genuine -- his primary motive is NOT my education.
What is your objection to a "Teacher-student" relationship with someone who is a qualified expert in their field and you are a self-proclaimed rookie? An intellectually honest person would be grateful that someone is investing time and energy to help them understand this complex material.
I haven't seen any evidence of stalling, posturing, or trying to make you look bad. His stated intentions seem pretty genuine, which as I understand them, are to help you understand what's missing in your assumptions and methodology, step by step, so whatever conclusion you reach at the end is yours, and not something you will easily dismiss out of hand.
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I believe he's stalling, because like all those before him - he ALSO cannot provide a viable scientific explanation for this acceleration -- 1 full-second of steady acceleration at +72% the rated thrust.[/quote]
Didn't you already acknowledge there is a lot more energy in the system than you had anticipated? Why are you right back to where you started? And why won't you just go through the steps with Jay and see what's waiting for you at the end? The only person I see stalling is you.