1
University of Toronto at Scarborough
Department of Computer and Mathematical Sciences
FINAL EXAMINATION
MATA33 - Calculus for Management II
Examiner: S. Chopra
Date: Aug 13th, 2010
Duration: 3hours
Provide the following information:
Surname (PRINT):_
Gi

University of Toronto at Scarborough
Department of Computer & Mathematical Sciences
MATA33
Assignment 10
Winter 2012
Students are responsible for the readings, lecture material, problems, and solutions for the Final
Examination.
Study: Section 17.7 for th

University of Toronto at Scarborough
Department of Computer & Mathematical Sciences
MATA33
Assignment 11
Winter 2012
This is the nal assignment for MATA33. Students are responsible for the readings, lecture material,
problems, and solutions pertaining to

* Sorry.no solutions will be provided *
University of Toronto at Scarborough
Department of Computer and Mathematical Sciences
FINAL EXAMINATION
MATA33 - Calculus for Management II
Examiner: R. Grinnell
Date: August 13, 2011
Time: 7:00 pm
Duration: 3 hours

University of Toronto at Scarborough
Department of Computer and Mathematical Sciences
FINAL EXAMINATION
MATA33 - Calculus for Management II
Examiners: C. Brav
R. Grinnell
B. Szegedy
Date: April 24, 2009
Duration: 3 hours
Provide the following information:

University of Toronto Scarborough
Department of Computer & Mathematical Sciences
Final Examination
MATA33H3 Calculus for Management II
Examiners: E. Moore
T. Pham
P. Selick
Date: April 15, 2010
Duration: 3 hours
1. [11 points] Two chemical plants, plant A

* Sorry, no solutions will be posted *
University of Toronto at Scarborough
Department of Computer and Mathematical Sciences
FINAL EXAMINATION
MATA33 - Calculus for Management II
Examiners: R. Grinnell
E. Moore
K. Sharp
Date: April 20, 2011
Time: 7:00 pm

MATA33
Calculus for Management II
Winter 2012
Midterm Test Information Sheet
The Midterm Test is on Saturday, February 18, 9:00 am - 11:00 am, in the GYM
1. Arrive at the GYM early so that you can begin writing at 9:00 am. You will have 2 full hours
for w

University of Toronto at Scarborough
Department of Computer & Mathematical Sciences
MATA33
Assignment 6 (Enhanced)
Winter 2011
This enhanced assignment (and solutions) 6 is courtesy of Professor Moore. Some of the problems
below are taken from our textboo

University of Toronto Scarborough
Department of Computer & Mathematical Sciences
MAT A33H
Winter 2011
Solutions #6
Section 2.8 (12ed. 17.1)
2. f (x, y ) = 3x2 y 4y . f (2, 1) = 3(2)2 (1) 4(1) = 12 + 4 = 8.
4. g (x, y, z ) = x2 yz + xy 2 z + xyz 2. g (3, 1

University of Toronto at Scarborough
Department of Computer and Mathematical Sciences
MAT A29
Fall 2016
Assignment # 1
You are expected to work on this assignment prior to your first tutorial (tutorials start
in the week of September 12th )
You may ask qu

University of Toronto at Scarborough
Department of Computer and Mathematical Sciences
MAT A29
Fall 2016
Assignment # 2
You are expected to work on this assignment prior to your tutorial in the week of
September 19th, 2016. You may ask questions about this

8. (161
)
Solutions to Assignment_2
Chapter 1: Functions and Graphs
180'J ) = 2100
7r rad
16.
b)
76.
140 = 440+360(k)
300 : 360(k)
300
360 k
1.6T : k
Since k is not an integer. we conclude that 1400 and 440
are not coterminal.
h
66. a) tan(67) = - s

Solutions to Assignment_1
7. Graph. Find the slope and the yintercept of y : 0.5x.
First, we nd some points that satisfy the equation, then
we plot the ordered pairs and connect the plotted points
to get the graph.
When at : 0, y : 0.5(0) : 0, ordered pai

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University of Toronto at Scarborough
Department of Computer & Mathematical Sciences
MATA33
Assignment 9
Winter 2012
Quiz 8 (the last quiz !) is based on this Assignment 9 and is written by all students in Week 11
(March 26 - 30).
Study: Section 17.6. Read

University of Toronto at Scarborough
Department of Computer & Mathematical Sciences
MATA33
Assignment 8
Winter 2012
Quiz 7 is based on this Assignment 8. Quiz 7 will be written by all students in their tutorial in
Week 10 (March 19 - 23).
Study: Sections

University of Toronto Scarborough
Department of Computer & Mathematical Sciences
MAT A33H
Winter 2010
Solutions #1
Answers to the odd numbered questions are available at the end of the textbook. Generally,
detailed solutions will not be provided for those

University of Toronto Scarborough
Department of Computer & Mathematical Sciences
MAT A33H
Winter 2010
Solutions #6
Section 17.1
2. f (x, y ) = 3x2 y 4y . f (2, 1) = 3(2)2 (1) 4(1) = 12 + 4 = 8.
4. g (x, y, z ) = x2 yz + xy 2 z + xyz 2. g (3, 1, 2) = (3)2