So you want to be an expert in analogies, or you at least would like to do fairly well on that portion of the test.
Here's
my theory: If you don't learn your vocabulary, you're screwing yourself
off the bat. Look: most of the words in the big vocab lists are words
you already know (but be careful to check the definitions, since I've
discovered that some words mean something entirely different from what
I thought they did). So go through the vocab list and find the words
you need to learn and learn them. You'll thank yourself later.
Here's
what a few of the experts have to say (but only in part. I wouldn't
want to give away the big secrets for which they charge us poor
pre-grad students):
Cartoon by Dr. Wieslaw Krawcewicz, a math professor at the
©Wieslaw Krawcewicz. Reprinted with permission.
So just what is this quantitative stuff anyway? ETS tells us:
"Quantitative Reasoning
— The skills measured include the test taker's ability to understand
basic concepts of arithmetic, algebra, geometry, and data analysis;
reason quantitatively; and solve problems in a quantitative setting."
Thanks, ETS. That clears it up. Thankfully, Graduateshotline.com is not a dating service, but a GRE help site. They break down the quantitative section of the test as:
This
means that for all of us that can add, subtract, multiply and divide
numbers together in only the most basic ways, we still have a fighting
chance! Most of this section is going to be devoted to mathematical
comparisons. Secondary will be problem solving. And they'll also be
tossing a few chart problems our way.
Here's what the comparisons are going to look like:
3 apples, each cut into quarters, divided among 4 children.
The number of slices given
to each child if each child
is given the same amount
of slices.
Column B
The number of slices cut from
each apple.
A. The number is Column A is greater
B. The number in Column B is greater
C. The number in Column A is equal to Column B
D. The relationship cannot be determined
Okay, so on the GRE, the question isn't going to be so simple. (You should have chosen answer B. If you didn't, try the Kaplan Practice Questions hosted by Yahoo.)
So
in the end, these quantitative comparisons require us to take the
information given and figure out what Column A and Column B are in
terms of the information provided, and how they relate to each other.
Piece
o' cake, right? Wrong. To get all of this, we really do have to go back
and review all those algebraic terms from high school. Unless you're
taking the Math GRE (which is a subject specific GRE, not the plain old
GRE for which the rest of us are studying), it's not going to be much
more than that, from what I understand. So if you missed taking
calculus in college, don't worry. No imaginary numbers should show up.
Since
math isn't my strong suit, I've been looking for a book focused on the
math portion of the general GRE. So far, here's what I've found:
Finishing out week one, here's a note on grammar.
So there are transitive verbs and intransitive verbs. What's the difference?
A transitive verb needs a direct object, which is the noun or pronoun which is acted upon though the action of the verb.
The professor flayed the term paper, pointing out every grammatical and spelling error she made.
An intransitive verb
doesn't need and shouldn't have a direct object. It's happy all by
itself. It's an action that stands alone. Intransitive verbs don't do
something to someone or something else. They just do. Moreover, they
CANNOT take a direct object.
When spring arrives, one can often see shadows of birds flitting in the woods.
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