Concordia University
Department of Mathematics & Statistics
Course: MATH 202/2 20132014
Examination: Midterm Test ' Date & Time: October 20th, 2PM
Instructors: L. Peuckert, R. Mearns, Z. Li Course
Department of Mathematics & Statistics
Concordia University
MATH 202
College Algebra
Winter 2016
Instructor*:
Office/Tel No.:
Office Hours:
*Students should get the above information from their instru
CONCORDIA UNIVERSITY
Department of Mathematics 85 Statistics
M Course Number Section(s)
V Mathematics 202 All
Examination Date Pages
Final December 2009 2
Instructors Course Examiner
R. Mearns, K.
Math
test, March 2, 2A14
2O2, Class
points) Use the remainder theorem and synthetic division to show
that $ *rd + are solutions of the equation
1. (4
35ra
2. (3
points)
+
3313

7312
+ 3r
* 2:
o
Fact
Natalya Linchenko
AA
WeBWorK assignment due : 11/09/2017 at 11:59pm EST.
Answer(s) submitted:
3
3
9
15
21
6
1. (1 point) Is the sequence an = 7n 3 arithmetic?
Your answer is (input yes or n
Natalya Linchenko
AA
WeBWorK assignment due : 11/16/2017 at 11:59pm EST.
6. (1 point) For each sequence, find a formula for the general
term, An . For example, answer n2 if given the sequence:
cfw_1,
Natalya Linchenko
AA
WeBWorK assignment due : 12/01/2017 at 11:59pm EST.
(correct)
1. (1 point) Simplify the expression
6. (1 point)
Which term of the expansion of (x + 5)10 contains x8
contains x8 .
Natalya Linchenko
AA
WeBWorK assignment due : 12/08/2017 at 11:59pm EST.
1. (1 point) A boy owns 3 pairs of pants, 6 shirts, 2 ties, and
6 jackets. How many different outfits can he wear to school if
Natalya Linchenko
AA
WeBWorK assignment due : 11/02/2017 at 11:59pm EDT.
1. (2 points) Find a degree 3 polynomial with coefficient of
x3 equal to 1 and zeros 3, 2i and 2i.
Your answer is
.
Answer(s)
Natalya Linchenko
AA
WeBWorK assignment due : 10/19/2017 at 11:59pm EDT.
2. (1 point)
Match the graphs shown above with the functions listed below.
Enter r for red, g for green, and y for yellow.
1. (
Natalya Linchenko
AA
WeBWorK assignment due : 10/26/2017 at 11:59pm EDT.
1. (1 point) Evaluate the expression (1 4i)(1 + 3i) and
write the result in the form a + bi.
5. (1 point) For some practice wor
Math 202
Instructor: Robert Mearns
Section 22 Rational Function
1. Definition
A Rational Function is of the form: f(x) =
( )
( )
2. There are three characteristics that can appear in a Rational Functi
Department of Mathematics & Statistics
Concordia University
MATH 202
College Algebra
Fall 2016
Instructor*:
Office/Tel No.:
Office Hours:
*Students should get the above information from their instruct
Math 202
Instructor: Robert Mearns
Section 20 Graphing a Polynomial
Part A : Review of Function characteristics
y
1. Intercepts
x  intercept
y  intercept
x
Ex y = x  6
Ex y = x 6
0= x6
x=
= 8
Ex y
Scum
Aw ,
Math 202, Class test, October 21, 2012
1. (4 points) Use the remainder theorem and synthetic division to show
that 5 and % are solutions of the equation
63:4 2339+ 281132 13$+2 = 0
2. (3 po
Why many international students get a failing grade in academic integrity
September 2, 2011
By JAMES BRADSHAW and TAMARA BALUJA
From Saturday's Globe and Mail
As Canadian schools try harder to attract
SQ .
Math 202 Alternate MidtermFall 2016
(4 points)
(3 points)
(3 points)
(3 points)
(3 points)
(4 points)
1. Use the remainder theorem and synthetic division to show that 1
is a solution of the equat
Math 202, Class test, October 21, 2012
Scum
ALLA '
. (4 points) Use the remainder theorem and synthetic division to show
that % and % are solutions of the equation
6:6423x3i285L'2 133:+2 = 0
2. (3 po
Department of Mathematics & Statistics
Concordia University
MATH 202
College Algebra
Winter 2017
Instructor*:
Office/Tel No.:
Office Hours:
*Students should get the above information from their instru
Math 202, Class test, October 21, 2012
1. (4 points) Use the remainder theorem and synthetic division to show
that 21 and 13 are solutions of the equation
6x4 23x3 + 28x2 13x + 2 = 0
2. (3 points) Fac
Department of Mathematics and Statistics
Course Number Section(s)
Mathematics 202 All
Examination Date Pages
Final April 2016 3
Instructors Course Examiner
All A. Kokotov
Special Instructions:
0 O
Department of Mathematics and Statistics
Course Number Section(s)
Mathematics 202 All
Examination Date Pages
Final December 2012 , 2
Instructors . Course Examiner
All ~ A. Kokotov
Special Inst
Fares Bin Shihon
51
WeBWorK assignment due : 01/27/2016 at 03:00am EST.
1. (1 pt) Use the Factor Theorem to show that x 1 is a factor
of
P(x) = x3 6x2 + 8x 3.
.
The function value P(1) =
Thus, x 1 is
Fares Bin Shihon
51
WeBWorK assignment due : 01/20/2016 at 03:00am EST.
The remainder is
1. (1 pt) Solve the equation 4x2 + 34x + 16 = 0 by factoring.
The solutions are x1 =
and x2 =
7. (1 pt) Find th
Department of Mathematics & Statistics
Concordia University
MATH 202
College Algebra
Fall 2014
Instructor*:
Office/Tel No.:
Office Hours:
*Students should get the above information from their instruct
Math 202, Class test, October 21, 2012
1. (4 points) Use the remainder theorem and synthetic division to show
that 21 and 13 are solutions of the equation
6x4 23x3 + 28x2 13x + 2 = 0
2. (3 points) Fac