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Label:Brendan Kelly Pub
Languages:
English,
Manufacturer: Brendan Kelly Pub






Editor Reviews:


Product Description:
This exciting book contains 18 instructional lessons that guide students step-by-step through sequences of activities that help them learn the mathematical concepts using the TI-89 graphing calculator. Keying sequences are provided for each lesson. Students are given lots of exercises for practice of the concepts and complete solutions are given for most of the exercises.$16.95

96 pages20 Explorations develop the fundamental concepts of differential & integral calculus using the TI-89 or the TI-92. Topics included are:

sequences & series

limits

derivatives of rational

& transcendental

functions

related rates & motion

equations of tangents to

curves

asymptotic behavior

integration

techniques of integration

arc length

surface area and volumes of solids of revolution

differential equations

arc length of curves

3-D plots

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Calculus with the TI-89

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Customer Reviews: Average Rating:

Rating : - Absolute GEM!!!!
This book, like others I have by Brendan Kelly, is clearly written, easy
to read, and he writes for his target audience. This book not only shows
the reader which buttons to push but also includes theory and asks really
good questions to ponder as you go. Do not be misled by the fact that it
is only 95 pages long. Those pages are jam packed with all the RIGHT in-
formation and calculus theory with illustrative solved problems and then
problems with detailed solutions in the back of the book. Each chapter of
this book should printed into every full blown calculus text at the back
of each chapter of the same material. In this way a student learns how to
use the TI-89 for the material he is studying at the same time. Doing
both simultaneously is enormously helpful to the learning process. The
calculator is not a substitute for doing the calculations manually - I
am a purist - but it is a great tool for checking those calculations that
you can do manually because you have done practice problems until your
eyes are falling out. Let me repeat myself: There is not a better, more
well written, more enjoyable book on this subject to be found anywhere.
Mr. Kelly, when are you going to treat us to a full blown 1,200 page tome
on introductory calculus written by you?

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