Quantitative Aptitude is a book that's popular among every student
who's registered for competitive exams or job
interviews. It remains a bestseller till date,
mainly because of its comprehensive nature.
Often considered as the absolute bible for
every aspirant, Quantitative Aptitude by R. S.
Aggarwal helps students prepare for
competitive exams and job interviews. The book
covers an array of topics and its content is
split across two sections: Arithmetic Ability
and Data Interpretation.
The book features extensive examples and
exercises that cover topics like HCF/LCM,
Decimal Fractions, profit and Loss, Time and
Distance, Chain Rule, Surds and Indices, Age
Problems, Simple and Compound Interest,
Probability, Heights and Distances, Volume and
Surface Areas and Permutations and
Combinations under the broad umbrella of
Arithmetic Ability.
Topics covered under Data Interpretation
include Line Graphs, Bar Graphs, Tabulation and
Pie Charts.
This is the perfect handbook for every student
as the examples are easy to comprehend.
Table Of Contents
Section – I Arithmetical Ability
1. Numbers 2. H.C.F. & L.C.M. of Numbers 3.
Decimal Fractions 4. Simplification 5. Square
Roots & Cube Roots 6. Average 7. Problems on
Numbers 8. Problems on Ages 9. Surds &
Indices 10. Percentage 11. Profit & Loss 12.
Ratio & Proportion 13. Partnership 14. Chain
Rule 15. Time & work 16. Pipes & Cistern 17.
Time & Distance 18. Problems on Trains 19.
Boats & Streams 20. Alligation or Mixture 21.
Simple Interest 22. Compound Interest 23.
Logarithms 24. Area 25. Volume & Surface
Areas 26. Races & Games of Skill 27. Calendar
28. Clocks 29. Stocks & Shares 30.
Permutations & Combinations 31. Probability 32.
True Discount 33. Banker's Discount 34.
Heights & Distances 35. Odd Man Out & Series
Section – II Data Interpretation
36. Tabulation 37. Bar Graphs 38. Pie Charts 39.
Line Graphs About The Author : R.S. Aggarwal
was born in the city of Delhi. A graduate from
Kirorimal College in Delhi, he then took on a
position in N.A.S. College as a teacher following
his post graduation in Mathematics in the year
1969.
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