Geometry and Trigonometry for Calculus (Wiley Self-Teaching Guides) | Peter H. Selby | The Pleasure of Finding Things Out
books:
Geometry and Trigo...
Geometry and Trigonometry for Calculus (Wiley Self-Teaching Guides)
Peter H. Selby
Wiley
, 1975 - 432 pages
average customer review:
based on 13 reviews
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highly recommended
Geometry
&
Trigonometry
for
Calculus
By Peter H. Selby If you need geometry and trigonometry as a tool for technical work ? as a refresher course ? or as a prerequisite for calculus, here?s a quick, efficient way for you to learn it! With this book, you can teach your
self
the fundamentals of plane geometry, trigonometry, and analytic geometry ? and learn how these topics relate to what you already know about algebra and what you?d like to know about calculus. You?ll work your way through geometry, numerical trigonometry, methods of trigonometric analysis, analytics, and limits?all the way up to the "front door" of calculus. Geometry and Trigonometry for Calculus is one of the
Wiley
Self-
Teaching
Guides
. It?s been tested, rewritten, and retested until we?re sure you can teach yourself the concepts of geometry and trigonometry. And it?s programmed?so you work at your own pace. No prerequisites are needed. Objectives and self-tests tell you how you?re doing and allow you to skip ahead or find extra help if you need it. Frequent reviews and practice exercises reinforce what you learn. Wiley
Self-Teaching
Guides Astronomy, Moche Basic Physics, Kuhn Chemistry: Concepts and Problems, Houk How to Succeed in Organic Chemistry, Gordon Basic Electricity, Ryan Electronics, Kybett Ecology, Sutton Energy for Life, Allamong Plant Anatomy, Stevenson Quick Medical Terminology, Smith Human Anatomy, Ashley Dental Anatomy and Terminology, Ashley Math Skills for the Sciences, Pearson Thinking Metric, 2nd ed., Gilbert Using Graphs and Tables, Selby Geometry and Trigonometry for Calculus, Selby Quick Calculus, Kleppner BASIC, 2nd ed., Albrecht BASIC for Home Computers, Albrecht ANS COBOL, 2nd ed., Ashley Structured COBOL, Ashley Fortran IV, Friedmann, Greenberg & Hoffberg ATARI BASIC, Albrecht TRS-80 BASIC, Albrecht Job Control Language, Ashley Flowcharting, Stern Introduction to Data Processing, 2nd ed., Harris Background Math for a Computer World, Ashley Probability, Koosis Statistics, 2nd ed., Koosis Finite Mathematics, Rothenberg Practical Algebra, Selby Quick Arithmetic, Carman Math Shortcuts, Locke Study Skills: A Student?s Guide for Survival, Carman Psychological Research: How to Do It, Quirk Psychology of Learning, Royer Choosing Success: TA on the Job, Jongeward Successful Time Management, Ferner Communication for Problem Solving, Curtis Skills for Effective Communication, Becvar Clear Writing, Gilbert Punctuation, Markgraf Vocabulary for Adults, Romine Spelling for Adults, Ryan Reading Skills, Adams Art: As You See It, Bell Your Library ?What?s in It for You? Lolley Quickhand, Grossman Quick Typing, Grossman Consumer Math, Locke
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This book is excellent. I don't believe that I can find anything wrong with this book.
Some readers are saying that this book has too small of a font, or that the binding is loose, or that the book offers little in explanations to the awnsers for the practice problems. These are simply false. The font is a size twelve by most computer's standard font, if you can't see that small get glasses. If some books are falling apart stop throwing them or bending the spine. The explanation part is true in that the book doesn't say things like "the reason this is the awnser is..." However, I feel that the explanation of how
geometry
works and what it's rules are, is sufficient for the reader to analyse why the awnser is what it is. If you cannot do this it may be adviseable to bring the problem in question to a friend or teacher knowledgeable in geometry (I mean this in the kindest of manners).
Over all the book is clear and quick to the point. Some people may find it a bit dry in that there is no humor really or any stories, strictly instructional. Some may find it difficult to remember things this way or to read a book written in such a manner.
This book is written so that a reader who has no knowledge about geometry can understand it.
Overall a five star book and worth the price and then some.
(Please forgive anything mispelled I didn't have time to check this review.)
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The Pleasure of Finding Things Out
Like many people, I didn't learn anything in any meaningful way in high school, so later in life I realized I lacked the necessary mathematical skills to pursue my interests in science.
Looking to fill that void I got this book and its companion introductory volume, "Peter Selby and Steve Slavin - Practical Algebra: A
Self
-
Teaching
Guide", and was extremely relieved to verify that mathematical illiteracy can be remedied with the right tools.
These books not only taught me the basics of algebra and
geometry
, but more importantly, gave me a glimpse of how mathematical ideas are developed. Concepts that before had appeared to me to be mystical elaborations now seem full of reason and purpose, thanks to the self-contained nature of these two books and the step by step construction of ever more complex themes, an approach that enables the reader to sense the necessity and reason behind mathematics. The authors focus not on mechanical repetition but on understanding, on making sense to the student, so everything fits in in a meaningful way, instead of appearing as a loose aggregation of disjointed bits. I really got a lot of enjoyment out of learning all the material, and finding out what a wonderful world of ideas this knowledge opens up.
Of course, being a great book doesn't mean being a flawless book, and this one indeed has its shortcomings. First, these two volumes do not cover logarithms at all, so you'll have to look for that subject elsewhere. Also, the plain geometry, analytic geometry, and conic sections chapters have insufficient exercises, so you'll probably want to get an additional text to get some more practice in those areas. Finally, even though the books are a very good and well-rounded introduction, they do not go into much depth in any area. On the other hand, the discussion of the concept of limits is truly great.
If your knowledge of mathematics has ever held you back personally or professionally, this is a great place to start changing that!!
After you're finished with these two I recommend you move on to "James Stewart -
Calculus
", a true gem of a book... but that's another review ;-)
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Calculus prep - or Precalc review
This particular
calculus
study guide is clearly oriented for those whom are considering engineering or science related fields as business calculus will have less of a need of
geometry
and
trigonometry
. For those whom are interested in engineering/science fields and struggled a bit in geometry or trig, then this text can be a great support to have by your side during your precalc class OR for
self
-study/review after precalc and before calculus.
Indeed, there are several circumstances in which this self-study text can be used.
1) If you are in precalculus and struggling and wondering what parts are really important for calculus next year/semester.
2) If you took precalculus last year/semester and want a study guide (besides your old textbook) to get ready for Calculus. Indeed, for high school students this may be a great summer book to work through after precalc to assure you're ready for Calculus.
3) If you took precalc many years ago and want a refresher, or even if you took Calculus 1 many years ago and want to review the prerequisites prior to refreshing your calculus.
There is a final chapter on Limits which will be covered in the start of Calculus 1 and which can probably be skipped. There is a stronger emphasis on "focus" and "foci" than in many precalc books so this may make some students think, "Why didn't my teacher cover this?" Also, there's a trig table... just remember the book was originally published in 1975 and so a couple of emphases are now slightly different but overall the value of the text remains high as a supplement.
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