Contact AboutHome

About the GMAT
GMAT Registration
GMAT CAT Sections

How the GMAT Works
GMAT Registration
GMAT CAT Strategies

GMAT CAT Sections
GMAT Questions

Essay Section

GMAT Course Review
GMAT Course Options

Find a GMAT Class

Free GMAT Download

MBA Admissions Info
Admissions Consultants
Admission Essay Tips

Free GMAT Guide Navigation

1. Free GMAT Guide Introduction

2. GMAT General Strategies

3. Part 1: GMAT Essay Intro
3a. Analysis of an Argument
3b. Analysis of an Issue

4. Part 2: GMAT Verbal Intro
4a. Critical Reasoning
4b. Reading Comprehension
4c. Sentence Correction

5. Part 3: GMAT Math Intro

5a. Arithmetic
gmatNumber Rules
gmatLCM and HCF
gmatLinear Equations & Averages
gmatRatio & Variation
gmatTime, Speed & Distance

5b. Algebra
gmatAlgebraic Expressions
gmatQuadratic Equations
gmatPermutations
gmatProbability
gmatSequences & Series

5c. Geometry
gmatLines, Angles, & Geometry
gmatTriangles & Polygons
gmatCircles
gmatBasic Trigonometry

5d. Data Sufficiency
gmatData Sufficiency Introduction




  GMAT-MBA-Prep.com provides a free introductory course for the GMAT. This guide is designed to get your math and verbal skills up to speed so that you can make the most from a classroom or online GMAT course.  

5c3. Circles
 

gmat
A circle is the set of all points in a plane that is the same distance (called the radius) from a given point called the center. A circle has infinite sides. A circle measures 360 degrees.

Some basic definitions of a circle

 

  • A line segment within a circle that touches 2 points on the circle is called a chord.

  • A line within a circle that touches 2 points on the circle is called a Secant.

  • The longest distance from one end of a circle to the other is called the diameter. Diameter is the longest chord of the circle. The diameter of the circle is twice the radius.

  • The distance or the perimeter around the circle is called circumference. Circumference = 2 π r or π d. (π = 3.14)
  • The area of the circle enclosed between any two radii and either of the arcs that are cut off is called the sector of the circle.

Area of the circle lying between a chord and the corresponding arc cut off by the chord is called a segment.