Syvum Home Page

Home > GMAT Test Prep > Print Preview

Arithmetic : Real Numbers

Preparation Just what you need to know !

 

Number Line

 

Real numbers can be represented geometrically on a number line, which is considered to extend indefinitely in both directions.
To make a number line, mark a point on the line as 0 (zero). Then, mark points at convenient regular intervals to the right of 0 as 1, 2, 3, 4, ... and to the left of 0 as −1, −2, −3, −4, ...
The point midway between 1 and 2 is 1.5, and the point midway between 1.5 and 2 is 1.75.
In this way, any real number can be represented by a point on the number line, and any point on the number line can be represented by a real number.

 

For any two real numbers n and m, three possibilities exist:

  • n < m (n is less than m)
    Point representing n lies to the left of point representing m.
  • n = m (n equals m)
    Point representing n coincides with point representing m.
  • n > m (n is greater than m)
    Point representing n lies to the right of point representing m.

 

GMAT Math Review - Arithmetic : Index for Real Numbers
 

GMAT Math Review - Arithmetic : Practice Exercise for Real Numbers

 

-
-
 
10 more pages in GMAT Math Review

Contact Info © 1999-2017 Syvum Technologies Inc. Privacy Policy Disclaimer and Copyright