Microedu: the leading GRE prep company

GRE Test Expert

GRE GMAT LSAT Graduate MBA Law Home
 

GRE Test Prep

GRE Verbal Study Guide
here, verbal section becomes easy

GRE Essay Prep Course
include 60 GRE sample essays

GRE math review

GRE Math Review
get PERFECT score on Math

 

Table of Contents

Free Preview

Order GRE Math Review

GRE Comprehensive Package

Download Free GRE Test
30 GRE practice questions

GMAT
FAQ contact us about us
 

Free GRE Resources

 

Free Chapter: GRE Math Review

The following is an extract from the introductory section, fourth chapter of the GRE Math Review. There are totally five chapters in the GRE Math Review, and each chapter is divided into several sections.

Chapter 4: Word Problem

10. Decision Tree

Decision tree is a kind of graphical representation of decisions involved in the choice of statistical procedures. Here, we use this definition to describe a type of math question. A typical decision tree question will be as following:

In a certain college, 80 percent of the freshmen (first-year students) lived on campus, and 60 percent of those who live on campus live in dormitory. If 1,200 first year students live in campus dormitory, how many first year students were there in this college?

(A) 2,500

(B) 2,400

(C) 2,000

(D) 1,500

(E) 1,200

There are two ways to solve this question. The first one is to express this question in a simple equation. But here, I’d like to introduce a diagramming method, also known as decision tree.

Step 1 Divide the first-year students into two groups: one who live on campus (80%) and the other one who live off campus (20%).

Step 2 Further divide the subgroup living on campus into the one who live in dormitory (60%) and the other one who live in apartment (40%).

Step 3 Since the population for sub-subgroup (who live in campus dormitory) is 1,200, then the subgroup would be .

Step 4 Then the total graduating class would be

Therefore, A is the correct answer.

 

Table of Contents Free Chapter Order Page ($15)

 


About Us | Contact Us | Client Login | Employment | GRE Class

GRE is a registered trademark of ETS. Copyright 2007 The Microedu.com