B U Department of Mathematics
Math 232 Introduction To Complex Analysis
Spring 2008 Exercise Sheet 81
1. Let F be a closed set in C. Prove that if d(, F ) = inf cfw_| z | : z F = 0, then F .
2. Prove that a subset K of C is compact if and only if it is c
B U Department of Mathematics
Math 202 Dierential Equations
Summer 2005 First Midterm
This archive is a property of Boazii University Mathematics Department. The purpose of this archive is to organise and centralise the distribution of the exam questions
B U Department of Mathematics
Math 202 Dierential Equations
Summer 2005 Final Exam
This archive is a property of Boazii University Mathematics Department. The purpose of this archive is to organise and centralise the distribution of the exam questions and
B U Department of Mathematics
Math 202 Dierential Equations
Summer 2003 First Midterm
This archive is a property of Boazii University Mathematics Department. The purpose of this archive is to organise and centralise the distribution of the exam questions
B U Department of Mathematics
Math 202 Dierential Equations
Summer 2002 First Midterm
This archive is a property of Boazii University Mathematics Department. The purpose of this archive is to organise and centralise the distribution of the exam questions
B U Department of Mathematics
Math 202 Dierential Equations
Summer 2002 Final Exam
This archive is a property of Boazii University Mathematics Department. The purpose of this archive is to organise and centralise the distribution of the exam questions and
B U Department of Mathematics
Math 202 Dierential Equations
Summer 2001 Second Midterm
This archive is a property of Boazii University Mathematics Department. The purpose of this archive is to organise and centralise the distribution of the exam questions
B U Department of Mathematics
Math 202 Dierential Equations
Summer 2001 First Midterm
This archive is a property of Boazii University Mathematics Department. The purpose of this archive is to organise and centralise the distribution of the exam questions
B U Department of Mathematics
Math 202 Dierential Equations
Summer 2000 First Midterm
This archive is a property of Boazii University Mathematics Department. The purpose of this archive is to organise and centralise the distribution of the exam questions
B U Department of Mathematics
Math 202 Dierential Equations
Spring 2005 Second Midterm
This archive is a property of Boazii University Mathematics Department. The purpose of this archive is to organise and centralise the distribution of the exam questions
B U Department of Mathematics
Math 202 Dierential Equations
Spring 2005 First Midterm
This archive is a property of Boazii University Mathematics Department. The purpose of this archive is to organise and centralise the distribution of the exam questions
B U Department of Mathematics
Math 202 Dierential Equations
Spring 2005 Final Exam
This archive is a property of Boazii University Mathematics Department. The purpose of this archive is to organise and centralise the distribution of the exam questions and
B U Department of Mathematics
Math 202 Dierential Equations
Full Name
Math 202 Number
Student ID
Spring 2004 Second Midterm
Date: May 14, 2004
Time: 18:10-19:30
:
:
:
Solution Key
IMPORTANT
1. Write your name, surname on top of each page. 2. The exam con
B U Department of Mathematics
Math 202 Dierential Equations
Date: April 9, 2004
Time: 18:10-19:25
Full Name
Math 202 Number
Student ID
Spring 2004 First Midterm
:
:
:
- Solution Key
IMPORTANT
1. Write your name, surname on top of each page. 2. The exam co
B U Department of Mathematics
Math 202 Dierential Equations
Date: June 2, 2004
Time: 15:00-17:30
Full Name
:
Math 202 Number :
Student ID
:
Spring 2004 Final Exam Solution Key
IMPORTANT
1. Write your name, surname on top of each page. 2. The exam consists
B U Department of Mathematics
Math 202 Dierential Equations
Summer 2005 Second Midterm
This archive is a property of Boazii University Mathematics Department. The purpose of this archive is to organise and centralise the distribution of the exam questions