AMIN WITNO WEB
PHILADELPHIA UNIVERSITY


HOME
COURSES
NOTES
EXAMS
RÉSUMÉ

COLLECTION OF PROBLEMS FROM PAST EXAMS

First Second Final

250101 Mathematics 1

F-2005/06
S-2002/03
 		F-2005/06
S-2002/03
 		F-2005/06
S-2002/03

250103 Mathematics 2 & Computing

F-2011/12
F-2008/09
F-2005/06
F-2003/04
F-2002/03
 		F-2011/12
XXX
F-2005/06
F-2003/04
F-2002/03
 		F-2011/12
XXX
F-2005/06
F-2003/04
F-2002/03

250104 Discrete Structures

Go to Course Page.

250232 Probability Theory

F-2019/20
 		F-2019/20
 		F-2019/20

250241 Linear Algebra

F-2019/20
F-2014/15
S-2012/13
S-2003/04
F-2003/04
F-2002/03
 		F-2019/20
F-2014/15
S-2012/13
S-2003/04
F-2003/04
F-2002/03
 		F-2019/20
F-2014/15
S-2012/13
S-2003/04
F-2003/04
F-2002/03

250251 Set Theory

S-2014/15
F-2014/15
S-2013/14
F-2013/14
S-2012/13
F-2012/13
F-2010/11
S-2009/10
S-2005/06
 		S-2014/15
F-2014/15
S-2013/14
F-2013/14
S-2012/13
F-2012/13
F-2010/11
S-2009/10
S-2005/06
 		S-2014/15
F-2014/15
S-2013/14
F-2013/14
S-2012/13
F-2012/13
F-2010/11
S-2009/10
S-2005/06

250261 Modern Euclidean Geometry

S-2004/05
 		S-2004/05
 		S-2004/05

250312 Complex Analysis

S-2021/22
F-2021/22
F-2019/20
S-2017/18
 		XXX
XXX
F-2019/20
S-2017/18
 		S-2021/22
F-2021/22
F-2019/20
S-2017/18

250313 Number Theory

Go to Course Page.

250341 Linear Algebra 2

F-2021/22
S-2018/19
F-2013/14
S-2005/06
 		XXX
S-2018/19
F-2013/14
S-2005/06
 		F-2021/22
S-2018/19
F-2013/14
S-2005/06

250342 Abstract Algebra 1

Go to Course Page.

250352 Graph Theory

S-2021/22
F-2021/22
S-2018/19
S-2017/18
S-2016/17
S-2005/06
 		XXX
XXX
S-2018/19
S-2017/18
S-2016/17
S-2005/06
 		S-2021/22
F-2021/22
S-2018/19
S-2017/18
S-2016/17
S-2005/06

250371 Numerical Analysis

S-2021/22
F-2012/13
F-2006/07
 		XXX
XXX
F-2006/07
 		S-2021/22
F-2012/13
F-2006/07

250381 Problem Solving

F-2014/15
 		F-2014/15
 		F-2014/15

250442 Abstract Algebra 2

Go to Course Page.

250472 Computational Number Theory

Go to Course Page.

Copyright © 2002–2022 Amin Witno
This page belongs to the personal folder of Amin Witno and does not necessarily represent the philosophy and values of Philadelphia University or the Department of Basic Sciences in particular.