Mathematics for Retail Buying

Mathematics for Retail Buying

Regular price
Checking stock...
Regular price
Checking stock...
The feel-good place to buy books
  • Free UK delivery over £5
  • 10% off preloved books when you join +Plus
  • Buying preloved emits 46% less CO2 than new
  • Give your books a new home - sell them back to us!

Mathematics for Retail Buying by Marla Greene

Mathematics for Retail Buying, Ninth Edition, introduces merchandising and retailing students to the most important concepts in retail math through step-by-step examples with practice problems and solutions. Coverage begins with the skeletal profit and loss statement, and moves through retail pricing and repricing of merchandise, markups, markdowns, the retail method of inventory, six-month, and assortment planning. This new edition introduces a practical approach that incorporates actual retail scenarios and concepts that are relevant to the fashion industry today. There is also a focus on mathematical factors that affects the gross margin and profitability, key to the success of any merchandise buyer or planner. New to this Edition · Updated mathematical practice problems with selected answers in the back of the book for review · Updated case studies reflect realistic and practical merchandising situations · Thoroughly updated and revised text to reflect most common practices in the field Mathematics for Retail Buying STUDIO -Study smarter with self-quizzes featuring scored results and personalized study tips -Review concepts with flashcards of terms and definitions and key formulas -Practice your skills by computing Practice Problems from the text, available digitally with formulas embedded in the Excel spreadsheets -Enhance your knowledge with additional real-world case studies and activities for each chapter
I have been using Bette’s mathematics for retail buying (since its 6th edition) for many yearsThe 8th edition is by far the best one. The content of this book is very comprehensive and covers almost all retail math a retail buyer typically needs to know. The content is very straightforward and the students like the retail math problems. -- Sheng Lu, Assistant Professor, Fashion and Apparel Studies, University of Delaware * Proposal Review *
Well organized. I love the key concept formula list and the case studies. Answers at the back are super helpful. -- Jaye Thompson, Adjunct Professor, Retail Merchandising, University of Minnesota * Proposal Review *
Overall, this is a very good and useful book I can easily use full of exercises and case studies. I like the list of key terms and key concept formulas at the start of each chapter. Also the Concept/Problem/Solution framework applied to all the numerical examples is a clear example of good practice and should be kept in the future. -- Miguel Martins, Principal Lecturer, School of Fashion, University for the Creative Arts * Proposal Review *
The structure of this book works very well with the way I teach. The majority of our students are interested in becoming designers and entrepreneurs rather than retail buyers and I feel that this text does an exceptional job in conveying the importance of the bottomline. Of all the textbooks that I have used or reviewed on this subject “Mathematics For Retail Buying” is by far the best and most comprehensive book that I have used to date. -- Dhona Spaconsky, College Professor, Lecturer, and Instructor, Fashion Design and Merchandising, Academy of Couture Art * Proposal Review *

Bette K. Tepper is a former faculty member of the Fashion Management Department at the Fashion Institute of Technology (FIT), US.

Marla Greene is Clinical Associate Professor of Fashion Merchandising at LIM College, NYC, US.

SKU Unavailable
ISBN 13 9781501356704
ISBN 10 1501356704
Title Mathematics for Retail Buying
Author Marla Greene
Condition Unavailable
Binding Type Paperback
Publisher Bloomsbury Publishing PLC
Year published 2020-04-16
Number of pages 388
Cover note Book picture is for illustrative purposes only, actual binding, cover or edition may vary.
Note Unavailable