Business Mathematics and Statistics By Dr. J.k. Thukral

Business Mathematics and Statistics has been.designed strictly in accordance with the latest syllabus prescribed by the University of Delhi for B.Com., Part-11, Paper No. VI.

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General Information:
  • Cover: Paperback
  • Language: English
  • Edition: 9th, 2018
  • Useful For: B.Com., Part-11

About the Book:

Business Mathematics and Statistics has been.designed strictly in accordance with the latest syllabus prescribed by the University of Delhi for B.Com., Part-11, Paper No. VI. The text has grown from author's long teaching experience of thirty six years to the students of Commerce and Economics at different levels.

Some of the Special Features of this Book are :

• Written in a lucid style and simple language.

• Written with a view to present a qualitative understanding of the subject.

• Comprehensive step-by-step explanations for easier understanding of the subject

• Each chapter starts with chapter objectives which state specifically what the reader should be able to do upon completion of the chapter.

• Numerous illustrations and careful page layout are designed to make the material as easy to follows as possible.

• A list of formulae for each chapter appended at the end of the chapter.

• A large number of solved examples and unsolved problems have been drawn from recent examination papers of B.Com. and B Com. (H), Delhi University.

• Answers to all the problems in each exercise are given immediately after the exercise.

• An appendix explaining how to use log table given at the end of the book.

• Delhi University B. Corn. Examination Papers for the years 2015 - 2017 (both SO Land MINER) given at the end of the book. 

About Author :

Dr. J.K. Thukral is an Associate Professor, Department of Mathematics, Shri Ram College of Commerce, University of Delhi. He has been teaching mathematics for the last thirty six years. Dr. Thukral received his Doctorate degree in Mathematics from the University of Delhi in 1987. In 1989, he was awarded the National Scholarship for his Post-Doctoral studies and research at the Michigan State University, USA. He has made valuable contribution in Operator Theory and Functional Analysis and has a number ofpublications to hisereclit in National and International Journals.