Pharmaceutical mathematics
Language: ENG Publication details: New Delhi Ane Books 2008Edition: 1stDescription: 309, 24*18.1 Pages | Binding - Paperback |ISBN:- 978-81-8052-221-0
- 615.1401513 SHA DDC23
| Item type | Current library | Collection | Call number | Status | Barcode | |
|---|---|---|---|---|---|---|
|  Books | School of Pharmacy General Stacks | Circulation | 615.1401513 SHA (Browse shelf(Opens below)) | Available | B1445 | |
|  Books | School of Pharmacy General Stacks | Circulation | 615.1401513 SHA (Browse shelf(Opens below)) | Available | B1446 | |
|  Books | School of Pharmacy General Stacks | Circulation | 615.1401513 SHA (Browse shelf(Opens below)) | Available | B1447 | |
|  Books | School of Pharmacy General Stacks | Circulation | 615.1401513 SHA (Browse shelf(Opens below)) | Available | B1448 | |
|  Books | School of Pharmacy General Stacks | Circulation | 615.1401513 SHA (Browse shelf(Opens below)) | Available | B1449 | |
|  Books | School of Pharmacy Reference Section | Reference | 615.1401513 SHA (Browse shelf(Opens below)) | Not For Loan | B0532 | |
|  Books | School of Pharmacy General Stacks | Circulation | 615.1401513 SHA (Browse shelf(Opens below)) | Available | B0533 | |
|  Books | School of Pharmacy General Stacks | Circulation | 615.1401513 SHA (Browse shelf(Opens below)) | Available | B0534 | |
|  Books | School of Pharmacy General Stacks | Circulation | 615.1401513 SHA (Browse shelf(Opens below)) | Available | B0535 | 
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| 615.1401513 JAI Pharmaceutical arithmetic | 615.1401513 JAI Pharmaceutical arithmetic | 615.1401513 SHA Pharmaceutical mathematics | 615.1401513 SHA Pharmaceutical mathematics | 615.1401513 SHA Pharmaceutical mathematics | 615.1401513 SHA Pharmaceutical mathematics | 615.1401513 SHA Pharmaceutical mathematics | 
The developments of this book reflect a special concern to present mathematical concepts in terms that the reader can understand and practice with a variety of illustrations and examples. Thus the approach is to communicate the practical aspects of mathematics in a way that negates the fear of learning any subject with mathematical applications. Each chapter is structured in such a way that it allows the reader to check his understanding and consolidate the learning process. Some of the salient features are : * Illustrations and solved examples * Self practice problems with hints and answers * Trend questions appearing in university and professional examinations.
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