PGT Commerce Previous Years Questions Exam-wise - Self Study Series

PGT Commerce Previous Years Questions Exam-wise - Self Study Series

Author: Dheeraj Kumar Singh

Publisher: Innovative Institute

Published:

Total Pages: 318

ISBN-13: 9359064335

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1. DSSSB PGT Commerce – 2014 Tier I: 4-10 2. DSSSB PGT Commerce – 2015 Tier II: 11-23 3. DSSSB PGT Commerce – 2018 Male: 24-38 4. DSSSB PGT Commerce – 2018 Female: 39-53 5. DSSSB PGT Commerce – 2021Male: 54-72 6. DSSSB PGT Commerce – 2021 Female First Shift: 73-88 7. DSSSB PGT Commerce – 2021 Female Second Shift: 89-105 8. KVS PGT Commerce – 2016:106-114 9. KVS PGT Commerce – 2018: 115-121 10. KVS PGT Commerce – 2022: 122-128 11. NVS PGT Commerce – 2014:129-134 12. NVS PGT Commerce – 2016:135-140 13. NVS PGT Commerce – 2019: 141-148 14. HTET PGT Commerce – 2016: 149-153 15. HTET PGT Commerce – 2018: 154-158 16. HTET PGT Commerce – 2019: 159-164 17. HTET PGT Commerce – 2020:165-169 18. HTET PGT Commerce – 2021: 170-175 19. HTET PGT Commerce – 2022: 176-180 20. UP PGT Commerce – 2015: 181-189 21. UP PGT Commerce – 2016: 190-197 22. UP PGT Commerce – 2019: 198-210 23. UP PGT Commerce - 2021: 211-219 24. UP TGT Commerce – 2015: 220-227 25. UP TGT Commerce – 2016: 228-235 26. UP TGT Commerce – 2019: 236-243 27. UP TGT Commerce - 2021: 244-252 28. Army School PGT Commerce – 2012: 253-260 29. Rajasthan School Lecturer Commerce - 2015: 261-271 30. Rajasthan School Lecturer Commerce - 2018: 272-282 31.Tripura PGT Commerce - 2017 : 283-293 32.Tripura PGT Commerce - 2018 : 294-302 33. Jharkhand PGT Commerce - 2017: 303-318 34. Bihar STET commerce – 2023 Shift-II: 319-326 35. BPSC School Teacher Written Examination 2023 : 327-336


Quadratic and Hermitian Forms

Quadratic and Hermitian Forms

Author: McMaster University

Publisher: American Mathematical Soc.

Published: 1984

Total Pages: 362

ISBN-13: 9780821860083

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Contains the proceedings of the 1983 Seminar on Quadratic and Hermitian Forms held at McMaster University, July 1983. Between 1945 and 1965, most of the work in quadratic (and hermitian) forms took place in arithmetic theory (M Eichler, M Kneser, O T O'Meara).