Text-book of geometry
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SSC 10th Class Maths Text Book PDF
When your kids ask, "why do I need to take Geometry or Algebra if I don't want to be a math teacher? Geometry, Student Edition. This book was purchased as a supplement to the online class that my daughter was taking. It was in great shape and very useful. I would highly recommend to others. See All Buying Options. Buy it on AoPS' website instead.
What differentiates this book from the others is the fact that nothing is spoon-fed to you. This book uses a radically different approach: Problems first, then explanations. Major results are broken down piece-by-piece and discovered through the problems in the beginning of each section. Of course, although it is recommended to try the problems first, it is not necessary as the solutions are revealed on the following pages.
These problems serve as the lesson AND the examples, and they have traditionally served better to familiarize students with the main concepts than most other methods. The exposition is fully rigorous and motivated, with an emphasis on WHY the results exist and how they We got two twins.
They have been great and we love our girls doing their homework the old fashion way. We had a power outage for an entire weekend and they could not get any of their homework completed.
Having these books has been great so we highly recommend it. It's easy if you have a question and want to look something up quickly.
The computer takes time and may have a glitch. We found that having these around helps our girls access material faster and get their homework done regardless of whether or not we have internet access! The only other review on Amazon at this point gives this product ONE star, not based on the product, but based instead on the fact that the price here is more than it is if you purchase it from the publisher directly.
I'm not sure why anyone would purchase it here and pay more, but if you choose to, I guess that's your decision.
Geometrical drawing for art students book pdf
Anyway, my family doesn't have much money so sometimes we borrow our curriculum. That was the case with Teaching Textbooks Geometry. A friend loaned it to us and we're absolutely loving it. I didn't expect geometry to be fun, but we sure think it is now! Of course there are the teacher CDs that you can use on your computer, but we aren't I've always thought that would be a nice basis for a course like this. Few books but some are excellent: "Lecture on polytopes" by Ziegler or "Convex polytopes" by Grunbaum are the obvious choices. It is aimed to future French high school teachers.
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I don't know the curriculum of a typical American student so I hope my suggestions are still pertinent especially the point 3. Both are relatively inexpensive as far as textbooks go, so I could require both from the students. The students really enjoyed reading both books simultaneously as the authors have very different styles but some overlap of content. The students would certainly need to know some linear algebra in addition to multivariable calculus.
The course was challenging, but reasonably successful at helping students develop some "geometric imagination" and proof-writing skills.
It looks anything but boring. I liked it very much! It has plenty of interestig mathematics. Maybe you record the lectures and put them on net Preface 1Introduction 1.
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I will warn you: it is certainly an axiomatic treatment. However, I really enjoyed the way that the book develops it. For example, the distinction between the axioms of a geometry and theorems you can prove about them, versus the models of geometry and their various properties, is clearly drawn. I dare say that, despite how advanced your undergraduates feel, they will learn a lot about the axiomatic method from this book. I recommend that you give it a look; even if it is not the primary textbook for the course, you can use it as a convenient source of motivation, problems, examples, and history.
There is a lot of history in this book, and many exercises. I'm a a fan off Episodes in 19th and 20th Century Geometry [Ross Honsberger] It may have an old-fashioned outlook, but you would have to have simply amazing undergraduate students for none of them to find this material a challenge.
I would supplement this with perhaps some chapters from Miles Reid's Undergraduate Algebraic Geometry especially his treatment of the 27 lines on a cubic surface and perhaps Alain Connes' little paper on Morley's Theorem. My bias: I want undergraduates to see more phenomena.
Sign up to join this community. The best answers are voted up and rise to the top. Home Questions Tags Users Unanswered. Textbook for undergraduate course in geometry Ask Question. Asked 6 years, 10 months ago. Active 3 years, 2 months ago. Viewed 8k times. Question : What textbook should I use? Here are my thoughts about what I am looking for. It should contain a mixture of proofs and computation, but plenty of proofs. I find axiomatic treatments of geometry boring. I want there to be lots of good problems.