Additional information
| Weight | 100 kg |
|---|---|
| Dimensions | 21.5 × 14 cm |
| Weight | 100 kg |
|---|---|
| Dimensions | 21.5 × 14 cm |
P.T. Usha is one of the best runner player of India the book is a living data of the physical and mental hard and passionate efforts, She made to get the derived success.
The Gyanpeeth prize in literature in Marathi has been awarded to three saraswatas, namely shri. V.S. Khandekar, Shri. V.D. Karandikar and Kusumagraja, Shri. V. V. Shirwadkar. The life and their lifestyle can be made known through this book, the only one available in Marathi.
The elders dont read the book and remain unadvised by ignoring the ill this book. The book though is suppossed to be read by children, it is very very important for people of all age groups. The original sanskrit epigrams and their meaning, inner meaning is revealed in simple language in the book.
In the Co-operative institutions the circular used since last 20 years are compiled in this tiny book. Having 160 pages with 1/8 th demi size this book can be useful for every department of every co-operative bank and it branches. It is very easy to handle being being a well Indexed Book.
The Hindu family pattern has survived through many disasters and calamities of foreign rules and supressions. In order to Strengthen the roots of Hindu values of life and keep alive its traditions this book is written. The basic powers of Hindu family system, its use to role and its assets are made known to the coming generation in this books It’s writer is a well-known social worker called Krishnappaji, who travelled through whole India for awakening people for about the importance of family pattern through discourses. The book was explained his pant of view in simple manner.
डॉ. सुनीलदत्त गवरे यांचे “कारणकार्याविषयीचे” हे लेखन अनेक कारणांनी महत्त्वपूर्ण आणि स्तुत्य ठरते. निवडलेला विषय तत्त्वज्ञानाच्या अभ्यासात मूलभूत असून, मराठीत त्यावर सविस्तर विवेचन क्वचितच आढळते. या ग्रंथात पाश्चात्य आणि पौर्वात्य तत्त्वज्ञानातील कारणसंकल्पना सखोल, साधार व अभ्यासपूर्ण पद्धतीने स्पष्ट केली आहे.