as
am
1 Emma. man 3 gm 3; EEG 3 E33 m Em: H.302 Ummxmgmz Wmam. 3.
ER: 33%? 3 SE 3 mmgm. 33 GE :GE :52 3 man: 06m 9:3me 5
125312323$633132? 5232;Emjmiaajma A. o 9 About
e Content
1:
: Exercises
6. Video Solution
[i] join
2E Contact 3a b:
solve for the indi
Department of Mathematics & Statistics
Concordia University
MATH 203
Differential & Integral Calculus I
Winter 2016
Instructor*:
Office/Tel No.:
Office Hours:
*Students should get the above information from their instructor during class time. The instruct
Sample midterm for MATH 200
1. [2 + 2 + 2 marks] Evaluate the expressions:
a. 2 |4 1|
b. 5(3 7) + 2(12 2)
c.
2. [2 + 2 + 2 marks] Evaluate the following expressions for x = 0 and y = 1:
a. 5x 2y + 1
b. 5(x 2y) + 1
c. 5(x 2y + 1)
3. [3 marks] Are the follo
MATH 200/2 2013 FINAL EXAM
Concordia University
Department of Mathe matics & Statistics
Course: MATH 200/2 2013
Date: Dec 6, 2013
Examination: Final Exam
Time: 7PM 10PM
Instructors: N. Hardy, B. Rhodes, J. Ruddy, P. Zorin
Course Examiner: N. Hardy
Special
Sample midterm for MATH 200
1. Evaluate the following expressions:
a. |3 4|1 3|
b. 1.5(3 1) + 3(3 4)
c. 3x2 5x + 2(y + 2) y
for x = -1 and y = 1
2. The expression x(x 1) + x2 2x 5 can be written in the form Ax2 + Bx + C where A, B
and C are explicit numbe
Department of Mathematics & Statistics
Concordia University
MATH 200
Fundamental Concepts of Algebra
Summer 2016
Instructor*:
Office/Tel No.:
Office Hours:
*Students should get the above information from their instructor during class time. The instructor
Department of Mathematics & Statistics
Concordia University
MATH 215
Great Ideas in Mathematics
Winter 2015
Instructor:
Dr. Fred E Szabo, Office: LB 901-13 (SGW)
Email: fred.szabo@concordia.ca
Office Hours:
By appointment and before and after the class.
O