If you find yourself confused or frustrated by the math that your
class requires, you are not alone. Many
students at IHE have not been in school for several years and do not remember
the finer points of algebra or fractions.
If you are a regular reader of this blog, you probably
know what I am going to write next: that
the IHE Library has resources for you.
You can start by looking at books that cover math
specifically for health professionals and students:
Title
|
Authors
|
Call
Number
|
ISBN
|
Basic Mathematics for the Health-Related
Professions
|
Lorraine
J. Doucette
|
R853
.M3 D68 2000
|
0721619382
|
Delmar’s Math Review Series for Health
Career Professionals: The Basics of
Decimals
|
Roger
Ellsbury
|
QA117
.E484 2011
|
9781439058374
|
Delmar’s Math Review Series for Health Care
Professionals: The Basics of Ratio,
Rate, and Proportion
|
Roger
Ellsbury
|
QA117
.E483 2011
|
9781439058381
|
Math for the Pharmacy Technician: Concepts and Calculations
|
Lynn
M. Edgar
|
RS57
.E35 2010
|
9780073373966
|
Saunders Math Skills for Health
Professionals
|
Rebecca Wallace Hickey
|
R853.M3 H53 2010
|
9781416047551
|
We also have books on algebra:
Algebra
|
John W. McConnell, others
|
QA154.2 .A5 1990
|
0673372774
|
Algebra for College Students
|
Jerome E. Kaufmann, Karen Schwitters
|
QA154.2 .K36 2000
|
0534371639
|
Beginning Algebra
|
K. Elayn Martin-Gay
|
QA152.3 .M353 2009
|
9780136007029
|
Beginning Algebra
|
John Tobey, Jeffrey Slater, Jennifer Crawford
|
QA152.3 .T63 2010
|
9780321573773
|
Introductory Algebra: A Real-World Approach
|
Ignacio Bello
|
QA152.3 .B466 2012
|
9780073384399
|
You do not need to know calculus for any IHE classes, but
if you have always wanted to learn and already understand algebra well, try one
of these:
Calculus
|
James
Stewart
|
QA303.2 .S73 2003
|
053439339X
|
Calculus of a Single Variable
|
Roland E. Larson, others
|
QA303 .L3274 1995
|
0669393487
|
Single Variable Calculus
|
James
Stewart
|
QA303.2 .S75 2005
|
0534496776
|
If you find that you need to review more basic math, you
might try Math Advantage by Grace M.
Burton (call number QA 135.5 .B87
1998, ISBN 0153056762). This book is geared toward middle school
students, but middle school math is not always so simple for people who have
not used it in a long time. Another
book, Basic College Mathematics by
Ignacio Bello (call number QA39.3 .B44 2012, ISBN 9780073384382),
according to its publisher:
“will be a review of fundamental math concepts for some students and may break new ground for others. Nevertheless, students of all backgrounds will be delighted to find a refreshing book that appeals to all learning styles and reaches out to diverse demographics. Through down-to-earth explanations, patient skill-building, and exceptionally interesting and realistic applications, this worktext will empower students to learn and master mathematics in the real world. Bello has written a textbook with mathanxious students in mind to combat the issue of student motivation, something that instructors face with each class…” (retrieved February 22, 2012, from http://books.google.com/books?vid=ISBN0073384380&printsec=frontcover#v=onepage&q&f=true).
We also have a book that was published before I was born,
Practical Mathematics: Arithmetic, Algebra, Geometry,
Trigonometry, and the Slide Rule by Claude Irwin Palmer and others (call number QA39 .P32 1970,
Library of Congress Control Number 69017149). You may have never even seen a slide rule, a
non-electronic device that people used to solve math problems years ago, but the
title shows that the book also includes information about different types of
math.
Finally, if you are like me and think that challenging
math and logic puzzles can be fun, you might enjoy The Puzzling Adventures of Dr. Ecco by Dennis Shasha (Call number QA95 .S47 1998, ISBN 0486296156).
By now, it should go without saying: if you have any questions or concerns or need help with your classes, you can always turn to your friendly neighborhood librarian.
Hey it was great sharing here and the list of books are awesome and I was searching about the books but didn't get the way.
ReplyDeleteI'm glad that you enjoyed the list of books. Are you a student at the Institute for Health Education (IHE)? The books I mentioned above are all in our library. If you are not an IHE student, you can try searching for resources in your own library or online.
DeleteIf you want to find reputable information about math online, you can use the Math Forum @ Drexel, which calls itself "the leading online resource for improving math learning, teaching, and communication since 1992" (retrieved February 23, 2012, from http://mathforum.org/). I used this website's "Ask Dr. Math" feature (http://mathforum.org/math_help_landing.html) to ask whether irrational numbers can be negative, and I soon received a reply from one of the moderators.
I would include the response on this page, but I do not have permission to do so, so allow me to summarize: an irrational number is one that cannot be expressed as a ratio, so the square root of two and pi are both irrational numbers. More specifically, they are positive irrational numbers because you can place them on a number line to the right of zero. On the other hand, their opposites, the negative square root of two and negative pi, can be placed to the left of zero on a number line, and are therefore negative irrational numbers. Therefore, many irrational numbers are negative, and others are positive.
I hope that answers your questions. If you have any further questions, please contact me again.