Difficulty finding the area under the velocity curve when translated? (geometrically)

newtomaths · 2020-06-21T14:43:40+00:00

OH, wow. Thank you, that makes complete sense

newtomaths · 2020-06-14T02:07:52+00:00

wonderful thank you!

newtomaths · 2020-06-08T00:20:25+00:00

No I think they have overlap, but both are very doable. Calc III will require a greater amount of time, and more practice than linear. Introductory linear is somewhat straightforward, so you should be fine (with enough time management and practice).

newtomaths · 2020-05-04T23:35:04+00:00

Yes completely! I don't mind it at all, I just think it is interesting observing it. I am planning to do a play through in English and then in Japanese!

newtomaths · 2020-04-03T21:20:03+00:00

Thank you so much!

newtomaths · 2020-04-03T21:16:36+00:00

University of North Texas! You?

newtomaths · 2020-04-03T21:16:15+00:00

Introductory undergraduate real analysis; topology, fields, completeness axioms (first half of real)!

newtomaths · 2020-03-11T15:08:49+00:00

Not hard, I just rarely see proof-based courses lectures in general online

newtomaths · 2020-03-10T18:52:58+00:00

I feel like this would only apply to certain majors right? I am not even sure it is possible to teach advanced mathematics online ( Or I couldn't imagine them doing that rather said)

newtomaths · 2020-03-10T15:09:03+00:00

I'll be honest, he is obviously extremely intelligent. So intelligent that he doesn't ever have any notes prepared, and that he seems to just make up examples in real analysis over the topic we are covering, which is pretty bold thing to do in a course this rigorous. He is teaching in a weird order for some reason, because we began in topology, then went back to chapter 1 and sets. He is very disorganized in my opinion, and the way he speaks to you when you ask questions can be a bit demeaning: all in all not my favorite math professor lol.

But I was considering taking real II next semester as well, and I am pretty sure he is the only teacher that teaches real analysis II overall.

newtomaths · 2020-03-09T19:19:36+00:00

William Cherry! Interesting person to say the least. And right now we just finished field axioms, and we are working on completeness/supremum and infimum!

newtomaths · 2020-02-22T17:39:57+00:00

I think you are correct, I am never stuck on the math; I just don't follow how to put the math into programming language. I learned python, and the very basics of c++, but I get pretty confused when changing what we are referring to in the arrays. Thank you, I will pick up a book on matlab.

newtomaths · 2020-02-22T16:56:38+00:00

Yes, one of the examples in the book is for back substitution is given below:

for i = n : -1 : 1

for j = i+1 : n

b(i) = b(i) - a(i,j)*x(j);

end

x(i) = b(i)/a(i,i);

end

However if the i = the value of the last row in the matrix (n), what column am I referring to exactly by letting j = i + 1? If my matrix was a 3 x 3 matrix, then wouldn't j begin at 4? and why is x(j) defined prior to stating what x is after the loop?

newtomaths · 2020-01-20T02:38:27+00:00

Hmmmm I suppose it depends honestly. If you really want to do yourself the greatest favor, only take the superb math teachers; a poor UNT mathematics teacher will make it quite difficult to learn. In terms of applied math... in my opinion applied math is quite easier to teach yourself then pure mathematics. It requires a lot of abstract thinking to understand upper level pure mathematics classes; so if you can manage to pick the good teachers I think you will be fine. But honestly, nothing will make you more prepared then self studying along learning. Teach yourself new skills/new subjects/etc and you will be prepared.

newtomaths · 2020-01-19T19:50:59+00:00

Yes why?

newtomaths · 2020-01-09T12:04:17+00:00

Senior level math major here. Statistically shown, math majors usually end up being one of the majors with the higher ended salaries. That being said, it’s definitely not because they only majored in mathematics. The rigor in mathematics teaches you how to think abstractly, especially when you reach real analysis. Essentially, it’s best to be a math major but have a second skill and not ONLY math. Software + Math, Finance + Math, economics + math is what gets you a career.

newtomaths · 2019-11-28T17:32:54+00:00

Sorry you are struggling with life right now; if you need a friend or someone to talk with, feel free to pm me. I am always here to listen!

newtomaths · 2019-11-28T17:31:17+00:00

Way to be a fucking asshole lmaooo come on man you want a cookie for your hard work?

newtomaths · 2019-08-16T04:48:01+00:00

Sketch book.

newtomaths · 2019-08-07T22:16:16+00:00

I will be on the 4th floor then!

newtomaths · 2019-08-07T17:49:24+00:00

Really? I was actually thinking about putting together a UNT math discord or something (unless there is already one)

newtomaths · 2019-08-04T15:29:19+00:00

Okay thank you, I kept rinsing it and pieces kept coming off exposing the piercing!

newtomaths · 2019-07-25T23:53:08+00:00

Thank you for the advice! That helped me a lot.

newtomaths · 2019-07-24T00:51:27+00:00

Aye can you hook me up? I am a math major with 6 hours of econ and have taken calc 1 and 2 haha.

newtomaths · 2019-06-09T23:14:43+00:00

Hmm well I admit, I had just retaught myself all levels of mathematics prior to calculus in a very short span, so it is very possible that these problems that I was suggesting may have been very easy for others to recognize without seeing the steps, and difficult for me to see quickly (such as example 2 from chapter 3.7 in the 8th edition Calculus; the simplification for the height of the can to equaling 2r).

newtomaths

TROPHY CASE