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Gary Musser is Professor Emeritus from OregonStateUniversity where he taught for 24 years. He is coauthor of Mathematics for Elementary Teachers, now in its 7th edition, and A Mathematical View of our World. In addition, he has published over 40 papers, has given more than 65 invited lectures/workshops, was awarded 15 grants, and coauthored the K-8 series Mathematics in Action. While teaching at OSU, he was awarded the university’s prestigious College of Science Carter Award for Teaching.
Lynn Trimpe has taught mathematics at Linn-BentonCommunity College for 28 years. She is a coauthor of College Geometry, 1st edition, and A Mathematical View of our World, as well as a coauthor of the Student Hints and Solutions Manual to accompany Mathematics for Elementary Teachers. She has presented at regional and national mathematics conferences, has served as president of the Oregon Mathematical Association of Two-Year Colleges (ORMATYC), and was awarded the 1999 Teaching Excellence Award for the Northwest Region by the American Mathematical Association for Two-Year Colleges (AMATYC).
Vikki Maurer is an instructor at Linn-BentonCommunity College and has been teaching for 16 years. She is a coauthor of A Mathematical View of Our World and is a coauthor of the Student Hints and Solutions Manual to accompany Mathematics for Elementary Teachers, now in its 7th edition. She is the author of the Student Solutions Manual and the Instructor Solution Manual for A Mathematical View of Our World. In 2001, she received a Teaching Excellence award from Linn-BentonCommunity College. She also co-created and presented math workshops for talented and gifted elementary school students.
--This text refers to an alternate Hardcover edition.
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Most Helpful Customer Reviews
16 of 18 people found the following review helpful:
5.0 out of 5 stars
An outstanding introduction to geometric thought,
By A Customer
This review is from: College Geometry: A Problem Solving Approach with Applications (Hardcover)
This is one of the few introductory level texts I have seen that gives some of the real flavor of mathematics, without being too challenging for beginning students. The initial section on problem solving is modelled on the famous book by Polya, "How to solve it," and has many simple but thought-stimulating problems. The following sections develop plane and solid geometry with many illustrated problems and interesting historical notes. The final chapters carefully introduce geometric proofs. There are also review sections on simple algebraic manipulations and basic logic, as well as a short section on the implications of alternate parallel postulates. Overall, the text has a well thought out development of basic skills and concepts, and enough interesting tidbits from more "advanced" topics to challenge the imagination of any student.
5 of 5 people found the following review helpful:
4.0 out of 5 stars
A solid introduction to geometry that emphasizes learning through problem solving,
By
This review is from: College Geometry: A Problem Solving Approach with Applications (2nd Edition) (Hardcover)
One of the problems a number of math students face is learning how to think about the problems they face. They simply never develop the necessary tool set that will allow them to understand what the problem is asking and what they should do to attack it. Once they have an answer, they are not sure if they have found the correct answer. This is a fine BASIC text for college and high school students who want to get a handle on dealing with geometry. If you have a deep mathematics background and are looking for an advanced college text on geometry, this is probably not for you.
However, if you want to learn the basics on how to think about geometry and a lot of help on how to solve a variety of geometric problems, this is a terrific text and will be a big help. I enjoy the way the text engages the student from the very beginning and asks him or her to THINK. It isn't a bunch of material to memorize. What the authors do is build the student's understanding through problem solving. If the student will take the time to work the problems and not give up on the problems he or she finds difficult, the understanding will come and will be more ingrained in his or her thought processes than would happen through memorization. There are lots of geometric drawings, as one would hope, and there are a number of applications of geometry to real life and that should help the student, as well. Again, this is meant as a basic geometry text and can be suitable for a good high school student as well as non-majors in college that want to get an introduction to the basics of geometry.
15 of 22 people found the following review helpful:
1.0 out of 5 stars
not college level,
By
Amazon Verified Purchase(What's this?)
This review is from: College Geometry: A Problem Solving Approach with Applications (Hardcover)
This book is pitched at an extremely low level
quite beyond anything in the 'math for poets' category - often dropping below even that of high school. Indeed, the book compares unfavorably with the canonical hs text by Jacobs. To give just one example, it takes the authors 273 pages to get to the idea of cross multiplication [a staple in the repertoire of any decent middle school student]. In particular, math majors as well as anyone interested in the subject should steer clear of this and consider instead books by Pedoe, Court, Coxeter, etc. If you are looking for a problem oriented approach to geometry, try the relevant offering in the Schaum's series [acknowledged masters of this approach]. In the meantime, let's not sacrifice any more trees for products as weak as this.
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