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1. Free GMAT Guide Introduction

2. GMAT Prep Strategies

3. GMAT Essay Tutorials
3a. Analysis of an Issue
3b. Analysis of an Argument

4. GMAT Verbal Tutorials
4a. Reading Comprehension
4b. Sentence Correction
4c. Critical Reasoning

5. GMAT Math Tutorials

5a. Arithmetic
gmatIntroduction to Numbers
gmatLCM, HCF and Indices
gmatLinear Equations / Averages
gmatRatio, Variation, Alligation
gmatTime, Speed, Distance

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

5c. Geometry
gmatLines, Angles, Geometry
gmatTriangles, / Polygons
gmatCircle and Mensuration
gmatTrigonometry

5d. Data Sufficiency
gmatIntro to Data Sufficiency



  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.  

5a5. Time, Speed, Distance and Races: GMAT Math Tutorials
 

gmat

Distance = Speed × Time

e.g., A walks at 1m/s for 10 sec. Distance traveled = 1 ?10 = 10m

Average Speed

E.g. A person travels from A to B at a speed of 40 mph and returns at 60 mph Average speed for journey

Average Speed =

Relative Speed

Case I

        10mph

         |---------------------------------------------|

                                                                  B      5mph

If A and B are moving in the opposite direction i.e. towards each other. A would take less time to cross B than if B were stationary. This because B is making it easier by moving towards A.

Case II

        8mph

         |---------------------------------------------|

                                                                  B      5mph

If A and B are moving in the same direction, it would take more time for A to overtake B, because B is moving away from A.

In Case I the relative speed of A wrt B = 10 + 5 = 15mph

In Case II the relative speed of A wrt B = 8 - 5 = 3mph