Theoretical Notes for Test #2
If A is a square matrix, then the minor of entry aij is denoted Mij and is defined to be the
determinant of the submatrix that remains after the ith row and jth column are deleted from A.
Tthe number (-1) ^ i+j M ij is denote
Department of Mathematics & Statistics
Concordia University
MATH 209
Fundamental Mathematics II
Winter 2017
Instructor*:
Office/Tel No.:
Office Hours:
*Studentsshouldgettheaboveinformationfromtheirinstructorduringclasstime.Theinstructoristhepersontocontac
COMM 210
Contemporary Business Thinking
Class 1
Introduction
Winter 2017
Welcome to COMM 210
Contemporary Business Thinking
Dr. Franois Bastien
E-mail: [email protected]
Office: S-MB 14.264
Office hours: Thursday 12:30 14:30
Telephone: (514)8
City of Miami
CERTIFICATE OF USE
Receipt No:
1. Do not operate the business until a Certificate of Use, a Business Tax Receipt and, if applicable, a Certificate of Occupancy are issued.
2. This inspection fee is not refundable.
3. Building must be o
Business is picking up at garbage upstart Green for Life
SHANNON KARI
Special to The Globe and Mail
Published Tuesday, Feb. 03, 2015 12:45PM EST
Last updated Tuesday, Feb. 03, 2015 12:47PM EST
Things were not looking good for Patrick Dovigi eight years ag
COMM 210
Contemporary Business Thinking
Class 5
Vision: Ideology and Envisioned Future
Winter 2017
Objectives for today
Progress reports
Discussion on essay
Review: How to prep for class
Team project: Ethics of research with human participants
Uncove
John Molson School of Business Department of Management
Contemporary Business Thinking COMM 210
Section G - Winter 2017
Thursday 2:45 5:30 / MB S2.115
Instructor: Franois Bastien, Ph.D.
Office: MB 14.264
Telephone: (514) 848-2424 x 2799 (leave a message)
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
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
Math Test #3 Notes
1) Derivative function DNE when a sharp/corner point exists
corner: slopes of both lines don't equal each other
sharp: tangent is vertical line.
2) Parallel line to the tangent: when you have a tangent line equation already made and y
Math Test #2 Notes
Limits
1) Horizontal Asymptotes: divide the rational function by the highest degree of "X" in deonminator
2) Vertical Asymptoes: make denominator = 0 but make sure that your fraction doesn't turn into 0/0
3) 0/0 limits (indeterminant fo
Section 1.2
Homogeneous Linear Systems
All constant terms are = 0
Solution is called Trivial
o Non-zero solutions are Non-Trivial
Always consistent
2 possibilities for solutions:
o Only Trivial
o Infinitely many on top of trivial
Theorem: A homogeneous sy
Math Review
1) If you find a restriction by which an equation does not =0 you still need to factor it to see what numbers x can't or can equal.
From there you can plug domain.
Also if there is an inequality, solve it by using an EQUATION (=)!
If the ineq
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: [email protected]
Office Hours:
By appointment and before and after the class.
O
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
Wireshark is a network packet analyzer which tries to capture packets and
show the details of the packets as the main purposes. You can regard a
network packet analyzer as a measurement tool used to count what is coming
in and out of the cable, like an el
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
lOMoARcPSD
Seminar assignments - mini case 6 powertpoint + document
Fundamentals of Information Technology (Concordia University)
Distributing prohibited | Downloaded by Thokeesha Beauger ([email protected])
lOMoARcPSD
Mini Case 6
M ON TREAL M U SE
MINI CASE 6:
ART EXHIBIT
ART EXHIBIT, UNDERSTANDING THE SOLUTIONS
EXHIBIT FACTORS
Using technological advances to determine
1.
Profits
2.
Revenue
3.
Costs
4.
Break-even
5.
Best possible outcome
FINAL RESULTS
By creating a spreadsheeet, the most profitab
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