1. It is hard to say if the numbers are actually real for I do not know the quality of the source, however they do look pretty accurate to me. I agree that practice makes perfection, as it happens with a sport, the more you play it the better you become, the brain is a muscle and it functions the same way. I really do not practice a lot of the pre-calculus skills at home, I only do my homework the day before the quiz to make sure I understand the topic. I think that the reason I have not needed to put any more effort is because I like the subject, I enjoy doing mathematics and therefore it comes easily to me. The class itself is very dinamic, and I participate and pay attention, which I believe is why I understand what I'm doing.
2. I haven't had real problems with understanding whatever is going on in class, my only doubts are about Long Division. This may seem weird for everybody has told me it is the easiest thing to do, but I missed that class for whatever reason and I haven't been able to master it since then. I think my greatest "whole" or weakness in mathematics is actually geometry. When we began trigonometry, there were several equations that we should all have known from before, but I didn't at all.
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Mac, are you talking about long division on polynomials? Or about synthetic division?
I think she is talking about long division on polynomials. Correct me if I'm wrong. MAC, I know how to do long divison, so you can ask me for help any time.
Cristy, I mean long division on polynomials, that are not simply one number, for example 8x+6. I know how to do synthetic division but it only works on more simple numbers, for example 2x. Beatry, thank you, I will go to you one of these days.
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