LAST (family) NAME:
Test # 2
FIRST (given) NAME:
Math 3I03
ID # :
November 14, 2013
Instructor:
Dr. J.-P. Gabardo
Test duration: 50 min.
Instructions: You must use permanent ink. Tests submitted in pencil will not be considered later for remarking. This e
LAST (family) NAME:
Test # 1
FIRST (given) NAME:
Math 3I03
ID # :
October 17, 2013
Instructor:
Dr. J.-P. Gabardo
Test duration: 50 min.
Instructions: You must use permanent ink. Tests submitted in pencil will not be considered later for remarking. This ex
Final Exam / Math 3I03
-22-
NAME:
ID #:
Some formulas you may use:
L
nx
2
an =
dx, 0 < x < L.
f (x) cos
L0
L
L
nx
2
f (x) sin
bn =
dx, 0 < x < L.
L0
L
nx
a0
+
,
an cos
f (x)
2
L
n=1
f (x)
bn sin
n=1
nx
L
,
nx
nx
a0
an cos
+
+ bn sin
, L <
Math 3I03 Fall 2009
Lecture Notes
September 10th
Name: Bernardo Galvo-Sousa
a
Oce: Hamilton Hall 204
Phone: x23419
Email: [email protected]
Oce Hours: Tuesday 13:30-15:00 or by appointment
Course Website: http:/www.math.mcmaster.ca/bsousa/math3i3
Il
Math 3I03 Partial Dierential Equations for Engineering
A solution of Midterm #1
A solution of Midterm # 1
October 15th , 2010
Duration: 50m
LAST NAME:
FIRST NAME:
ID #:
Instructions:
You must use permanent ink. Tests submitted in pencil will not be consi
Math 3I03 Partial Dierential Equations for Engineering
Sample Final Exam
McMaster University Final Examination
Duration: 3h
Dr. B. Galvo-Sousa
a
LAST (family) NAME:
FIRST (given) NAME:
ID #:
This examination paper includes 20 pages and 12 questions. You a
Math 3I03 Partial Dierential Equations for Engineering
Solution of Midterm #2
Solution of Midterm # 2
November 12th , 2010
Duration: 50m
LAST NAME:
FIRST NAME:
ID #:
Instructions:
You must use permanent ink. Tests submitted in pencil will not be consider
Case Study On Linear
Programming
Submitted By:Anushree Oberoi
Ankita Aggarwal
Ankur Arora
Ankit Misra
Linear Programming
The mathematical models which tells to optimise (minimize or maximise) the objective function Z subject to certain
condition on the va