Final Exam
MATH 150: Introduction to Ordinary Differential Equations
27th May 2010
Answer ALL questions
Full mark: 100
Time: 16:30-18:30
This is a closed book exam. You may write on the front and back
HKUST
MATH150 Introduction to Dierential Equations
Final Examination (Version A)
Name:
26th May 2007
Student I.D.:
Tutorial Section:
08:3010:30
Directions:
Write your name, ID number, and tutorial se
HKUST
MATH150 Introduction to Dierential Equations
Final Examination (Version A)
Name:
Student I.D.:
25th May 2006
8:30am10:30am
Tutorial Section:
Directions:
Write your name, ID number, and tutorial
HKUST
MATH150 Introduction to Dierential Equations
15th Dec 2004 Final Examination Solution (Version White)
Part I: Each correct answer in the answer box for the following 8 multiple choice questions
Math 150, L3, L4, Final Exam, Spring 2002
Date:
Time:
24 May 2002
4:30p.m.|6:30p.m.
Venue:
G017
Name
Student Number
Tutorial Section
Score
1. A tank with a capacity of 800 gal originally contains 300
Math 150
Introduction to Ordinary Dierential Equations
Final Examination
December 16, 4:30pm-7:30pm
Section A: Answer all questions from this section.
1. Consider a pond that initially contains 10 gal
Math 150
Introduction to Ordinary Dierential Equations
Final Examination
Fall 2002
December 16, 4:30pm-7:30pm
Section A: Answer all questions from this section.
1. Consider a pond that initially conta
Math 150, Final Exam, Solutions, Spring 2001
1. Solve the following Euler's equation (8pts)
t2 y + 5ty + 13y = 0
00
Solution.
t > 0:
0
Let
z = ln t:
Then
dy = dy dz = 1 dy d2y = 1 d2y ; dy :
dt dz dt