LSAT Logic Games - Softcover

Webking, Robert

 
9780738609102: LSAT Logic Games
Softcover
ISBN 10: 0738609102 ISBN 13: 9780738609102
Verlag: RES & EDUCATION ASSN, 2011

Inhaltsangabe

REA’s LSAT Logic Games Test Prep Gets You Ready for the LSAT! 
Updated Second Edition 
 
Written by Dr. Robert Webking, co-founder of the University of Texas at El Paso Law School Preparation Institute, our LSAT Logic Games test prep shows law school candidates like you how to master the Analytical Reasoning section of the exam and score higher on the LSAT.  
 
One hundred practice LSAT logic games cover every type of logic problem that may appear on the actual LSAT. Detailed answer explanations to each game show you how to analyze the game, helping you to identify areas of strengths and weaknesses before test day. 
 
The author analyzes what many students find most challenging about the Analytical Reasoning questions – the language. Our test prep shows you how to read and interpret the often-confusing questions, so you can quickly determine what’s being asked and answer correctly.  
 
LSAT Logic Games teaches you comprehensive deduction methodologies as the means to identify and approach each game type. Advanced diagram strategies and rules for each game type guide you through solving problems, so you’ll be prepared for the LSAT.  
 
The book is packed with LSAT test-taking tips and advice that help avoid time-wasting errors. Our detailed Question and Answer Analysis provides even greater insight into each logic game.  
 
Get the competitive edge with the test prep authored by one of the nation’s top LSAT experts!   

Die Inhaltsangabe kann sich auf eine andere Ausgabe dieses Titels beziehen.

Über die Autorinnen und Autoren


Robert Webking, Ph.D., is professor of political science at the University of Texas
at El Paso, where he has taught since 1978. He is co-founder of the university's Law School Preparation Institute and in that role has, since 1998, helped students hone their analytical skills for the LSAT and law schoool.

Jerry McLain is a graduate of the University of Texas at El Paso and of
UTEP’s Law School Preparation Institute. He is a graduate of Stanford Law
School.

Clayton Holland is a graduate of the University of Texas at El Paso and
of UTEP’s Law School Preparation Institute. He is a student at the University
of Virginia School of Law.

Daniel Avelar is a graduate of the University of Texas at El Paso and of
UTEP’s Law School Preparation Institute. He is a graduate of Texas Tech
School of Law.



Robert Webking, Ph.D.,  is professor of political science at the University of Texas
at El Paso, where he has taught since 1978. He is co-founder of  the university's Law School Preparation Institute and in that role has, since 1998, helped students hone their analytical skills for the LSAT and law schoool.

Jerry McLain is a graduate of the University of Texas at El Paso and of
UTEP’s Law School Preparation Institute. He is a graduate of Stanford Law
School.

Clayton Holland is a graduate of the University of Texas at El Paso and
of UTEP’s Law School Preparation Institute. He is a student at the University
of Virginia School of Law.

Daniel Avelar is a graduate of the University of Texas at El Paso and of
UTEP’s Law School Preparation Institute. He is a graduate of Texas Tech
School of Law.

Von der hinteren Coverseite

MASTER LSAT LOGIC GAMES – USE THE GUIDE WRITTEN BY AMERICA’S TOP LSAT EXPERTS!LSAT Logic GamesThe Most Complete LSAT Logic Games Review
Everything you need to know to master LSAT logic problems in an easy-to-understand review. The authors show you how to approach and efficiently solve each logic game you’ll encounter on the LSAT.100 Practice Games
Our LSAT Logic Games covers all game types that appear on the actual LSAT. Each game comes with a scenario and sample questions based on actual LSAT questions. Study these 100 games and you’ll be on your way to a perfect LSAT score!Strategies for Every Game Type
The authors give you a 5-step approach to mastering LSAT logic problems. Arm yourself with student-proven strategies for effectively answering every type of question you may encounter.Total Explanations of LSAT Logic Games Questions & Answers
Special sections explain the setup of each game and give you a complete question analysis with detailed answers. We don’t just say which answers are right – but explain why the others are wrong, so you’ll be prepared for the LSAT!Authored by America’s Top LSAT Experts
For years, students have relied on REA for effective, authoritative test preps. Our authors include nationally known LSAT experts from one of America’s leading law school prep programs. By following the authors’ expert advice, you can boost your score on the LSAT.

Auszug. © Genehmigter Nachdruck. Alle Rechte vorbehalten.

PREFACE: WHY IS THIS SO CONFUSING?

Students and other readers sometimes comment that the problems presented
in the analytical reasoning section of the LSAT (A.K.A. the logic games) seem
overly confusing and unnecessarily difficult. Sometimes people ask, ?Why didn’t
you just say . . . ” or ?Why don't you say everything the same way?”

The answer to those questions and the source of the apparent confusion has to
do with understanding the structure of the LSAT Logic Games, and, by extension, an
essential element of the LSAT test itself. Remember, the goal of each logic game is
to improve the ability to work with the LSAT analytical reasoning section efficiently and effectively.

Consider this example from an actual LSAT test:

Nine different treatments are available for a certain illness:
three antibiotics?F, G, and H?three dietary regimens?M, N, and O?and three physical therapies?U, V, and W. For each case of the illness, a doctor will prescribe exactly five of
the treatments, in accordance with the following conditions:

If two of the antibiotics are prescribed, the remaining
antibiotic cannot be prescribed.
There must be exactly one dietary regimen prescribed.
If O is not prescribed, F cannot be prescribed.
If W is prescribed, F cannot be prescribed.
G cannot be prescribed if both N and U are prescribed.
V cannot be prescribed unless both H and M are
prescribed.

This information sets up a situation, then asks six questions about it. Take a
look at the list of conditions. The first two have to do with the number of treatments
that might be prescribed from two of the categories. The second of these
conditions is quite clear: There is exactly one dietary regimen prescribed.

However, the first condition does not seem nearly so clear. It defines a
relationship among the antibiotics: ?If two of the antibiotics are prescribed, the
remaining antibiotic cannot be prescribed.” Spend a little time analyzing that
statement and you will see that it is much simpler than it appears, and means:
?the doctor does not prescribe all three antibiotics.” The statement leaves the possibility
that the doctor prescribes one or two of the antibiotics, but not all three.

Understanding the situation requires the ability to make that analysis.
The remaining four conditions establish relationships among some of the
treatments that the doctor’s prescribing follows. But it takes a bit of time to
sort out exactly what these conditions are, since they are expressed differently
from one another. The second condition is the most clear and straightforward
of the four. It says that, If W is included, then F is not.

That seems pretty plain, so let’s try to make the other three conditions clear
in the same way. The first of the three conditions includes two negatives, so you
can clarify it by removing those negatives, revealing that it means exactly this:
If F is included then O is also included. Now follow through this form with
another condition, which involves multiple items and seems to reverse the order
of the statement. It turns out to be: If both N and U are included, then G is
also included. The relationship in the last condition is in a different format and
uses the word ?unless.” But you can make it clearer when you put it in the same
form as the other three conditions, which makes it into two statements: ?If V is
included, then H is included,” and ?If V is included, then M is included.” This
analysis takes these seemingly confusing conditions and makes a list that is easier
to apply:

If F is prescribed then O is also prescribed.
If W is prescribed, then F is not prescribed.
If both N and U are prescribed, then G is not prescribed.
If V is prescribed, then H is prescribed.
If V is prescribed, then M is prescribed.

Applying all of these conditions at the same time will be a challenge, but it
helps to understand exactly what they mean.

In this example, we stated all the conditions in the form originally used by
the second condition (a positive), but they could also be stated in the form of the
first condition and mean exactly the same thing. Stated that way, they become
negative:

If O is not prescribed then F is not prescribed.
If F is prescribed then W is not prescribed.
If G is prescribed then N is not prescribed or U is not prescribed.
If H is not prescribed then V is not prescribed.
If M is not prescribed then V is not prescribed.

This way of stating the conditions seems more cumbersome, but it means
exactly the same thing. We could also state it several other ways. Suppose we put
all the conditions in the form using ?unless.” Then they become:

O is prescribed unless F is not prescribed.
W is not prescribed unless F is not prescribed.
Unless G is not prescribed it cannot be that both N and U are prescribed.
V cannot be prescribed unless both H and M are prescribed.
To most people, this would be the most confusing of the three formats, but
the statements mean exactly the same thing as in the other two examples.

In this LSAT problem, a mix of formats is used, which creates opportunity
for error in interpretation. Those errors have to be avoided to be able to understand
the situation and to demonstrate that the consequences of the conditions
include things like ?O could be prescribed without F” or ?N and G could both
be prescribed,” deductions that are likely to crop up in the questions.

Now if we were writing, say, a technical manual about how to hook up a
printer to your computer or, perhaps, an academic paper about the possibilities
for the control of Congress in the coming election, two things would guide
our choice of how to make the statements: we would want to make it easiest for
the reader to understand what we mean, and we would want to be consistent
in the form we use from statement to statement. That is because in those
settings the goals would be clarity and accuracy. But in the LSAT students are
not being tested about their own clarity, but about their ability to understand
the meaning of complex statements and to apply that meaning in various circumstances.

For that reason the LSAT does not necessarily seek the clearest way
of making a statement, and it certainly does not follow the same format for every
similar condition. The goal is to understand the test-taker’s ability to interpret
various ways of making the statements correctly, and so that is what is tested. To
be sure, in any analytical reasoning section the statements are all exact in that
there is no ambiguity and that each says what it means to say.
In this particular analytical reasoning example, the conditions are stated
in various forms that might leave the test-taker, and especially a more casual
reader, asking: ?Why don't you just say what you mean?” The answer is: ?Because
I want to discover your level of ability to understand the complexities of language and
logical structure.”

And that is exactly what this book is designed to help you practice: correctly
interpreting complex statements to understand what they mean and what they
don’t mean, so you can combine them with other such statements to discover their
implications, and then answer questions.

In an analytical reasoning situation, one misinterpretation of one condition
is likely to lead to several incorrect answers. In most cases, there are several...

„Über diesen Titel“ kann sich auf eine andere Ausgabe dieses Titels beziehen.

Verlag
RES & EDUCATION ASSN
Erscheinungsdatum
2011
Sprache
Englisch
ISBN 10 
0738609102
ISBN 13 
9780738609102
Einband
Taschenbuch
Anzahl der Seiten
421
Kontakt zum Hersteller
Nicht verfügbar
Verantwortliche Person
Nicht verfügbar

Weitere beliebte Ausgaben desselben Titels

9780738601113: Lsat Logic Games

Vorgestellte Ausgabe

ISBN 10:  073860111X ISBN 13:  9780738601113
Verlag: Research & Education Assn, 2005
Softcover