All Questions

0 votes
0 answers
4 views

Schlafli symbols for antiprisms and crossed antiprisms

I'm looking for help from a Geometry expert. I asked this question on math.stackexchange but didn't get an answer I was particularly satisfied with. I am familiar with Schlafli symbols for polygons ...
Nate's user avatar
  • 91
3 votes
2 answers
97 views

Advice for assigning student projects in masters data science stats course

I'd like some advice on assigning final projects in an applied stats course that I'm developing as part of a master's in data science program. I don't have a lot of experience assigning student ...
Quinn Culver's user avatar
11 votes
4 answers
2k views

Teaching students how to check the validity of their proofs

The question Teaching students to find and correct their own errors and its answers address mainly calculation problems of the types typically found in secondary school and the lower levels of ...
J W's user avatar
  • 5,033
5 votes
1 answer
660 views

Does this explanation of integration and the Fundamental Theorems of Calculus make any sense?

First, Sue Pemberton (Pure Mathematics 1 Coursebook, 2018, Cambridge University Press) introduces integration as the reverse process of differentiation ... $\int x^3 \mathrm d x$ is called the ...
user103496's user avatar
0 votes
0 answers
59 views

References on maxima and minima serving as a pedagogical context to explore and gain a deeper understanding of real functions

The concept of a function is fundamental and plays a crucial role in various areas of mathematics. For instance, Dubinsky and Harel's book, The Concept of Function: Aspects of Epistemology and ...
Humberto José Bortolossi's user avatar
0 votes
0 answers
53 views

Need a book reference on derivatives spacetime fields [closed]

I am studying by myself Quantum Field Theory. I often encounter derivatives of tensors like Maxwell, Energy-Momentum tensors. As an example, where it get complex is when the derivative a Langrangian ...
Claude's user avatar
  • 9
16 votes
4 answers
22k views

How to choose a textbook that is pedagogically optimal for oneself?

I am currently using the Russian textbook Mathematical Analysis by Zorich. But the more I use it, the more I feel it is making problems too hard or too advanced for the subject and it is unnecessary. ...
Yinuo An's user avatar
  • 271
2 votes
0 answers
212 views

When Did They Start Using Ohm's Triangle for Arithmetic Topics?

I am here with a historical question about maths education. I hope I have chosen the right SE as there are confusingly three that pertain to historical research into mathematics. Any quantitative ...
Shacharit's user avatar
-1 votes
1 answer
99 views

Mathematics and calmness [closed]

I wanted to ask if in order for someone to be a good mathematician they need to enjoy a relationship, with someone, such as a teacher or a companion, that has a calming effect on them. Thank you.
Joselin Jocklingson's user avatar
4 votes
4 answers
1k views

Questions about writing a Linear Algebra textbook, with Earth Science applications

I am writing a Linear Algebra textbook that is supposed to have several Earth Science applications (Geophysics, Atmospheric Science) given that I come from an Earth/Atmospheric Science background. I ...
Benjamin_Gal's user avatar
12 votes
7 answers
3k views

Real-life problems involving solving triangles

Could you advise me where to find real- life or word problems using trigonometry, involving solving triangles, suitable for high-school students? Most of the problems i found were pseudo-real problems ...
Linda's user avatar
  • 129
7 votes
6 answers
2k views

How can I distribute an exam to a large class without a lockdown broswer such as Respondus/Proctorio?

I teach math in a small college with small endowment; we do not have lots of budget to go around. When giving a test to a large class, ideally one should print out the problem sheets ahead of time and ...
A.Magnus's user avatar
  • 239
10 votes
4 answers
2k views

What kind of sequence is between an arithmetic and a geometric sequence?

In school we teach arithmetic and geometric sequences. Students should notice that arithmetic sequences (with common difference greater than $0$) grow steadily, while geometric sequences (with common ...
Dan's user avatar
  • 1,245
3 votes
2 answers
130 views

Reading popular books in undergraduate math classes: Techniques, assignments, methods?

When I was a senior in high school taking calculus, my teacher assigned us the book Zero: Biography of a dangerous Idea by Charles Seife. I found it inspiring to learn about the class in a historical ...
Opal E's user avatar
  • 4,089
3 votes
1 answer
448 views

Literature on mathematical intutiion

Is there any literature on mathematical intuition? I would like to read the following, for example. How to train intuition? How to test intuition?
Monday's user avatar
  • 47

15 30 50 per page
1
2 3 4 5
256