>>28827
Lol. So it turns out I only got
one right out of ten -- for basic algebra problems. :P
>Any questions on how I got those answers?
No, not really. I can follow along while you're spelling out the steps. But when faced with the question alone by itself -- and
especially if it contains formulas -- my mind just blanks out
how to even begin solving it. Thus my '???'s (ie, not even trying).
And the one I got right wasn't because I was able to methodically work things out correctly, it was because I could just 'see' the relationship in my head. (And the same for the other two I actually answered [though incorrectly]. I thought I saw those relationships as well. The fourth was simply ignorance: I forgot what a reciprocal meant.)
>tl;dr
Right now, even basic algebra is too hard for me, it seems.
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What's strange is that I actually understand 'in my head' trigonometric relations like perspective, sin, cosine. Linear algebra operations like unit transforms across 4D timespaces, and matrix-vector operations. I understand geometric projection transformations across dimensions (say 3D->2D and vice-versa). And also why calculus concepts like derivatives and integration are vital for allowing our robowaifus to be able to successfully & efficiently navigate our apartments using just tiny little computers; based on the 3D point cloud data that they have collected, cleaned & normalized (and why all 3 preprocessing steps are important). I fully understand concepts like morph-targets & vertex sets (and how to use them properly in a 3D production environment). I can write software that successfully juggles different state machine states, and make the proper adjustments in a PID-like controller (and understand why it works).
But I can't do even middle school maths. (And BTW, all the above are self-taught
practical understandings of the
concepts themselves, not because I ever worked out even a single one of these things mathematically on paper. I just applied the 'smol kot principle of engineering' mentioned above. The >tl;dr for this is, I think, that I begin to understand the problem only
after I've solved it successfully in C++ [b/c I can see very concretely then how the system 'flows' to provide the solution, and what tweaks may be needed to do it correctly]. At this point, I've 'lather, rinse, repeat'd this type of process enough times to begin grasping some of the general maths concepts in a more abstract way by now. :^)
Weird.
>t. dropped out of high-school during the 9th grade. awarded a GED in one day after testing w/ no prior study, later on when i needed one for a job.
>t. totally not Michael Faraday! :^)
https://www.faraday.cam.ac.uk/about/michael-faraday/
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Edited last time by Chobitsu on 01/27/2024 (Sat) 13:44:53.