Mathematics 1090
Winter 2015 Assignment 1
Due 11:00 AM. Friday January 23rd
2015
NO LATE ASSIGNMENTS WILL BE ACCEPTED.
All assignments are to be legibly written on both sides of loose leaf and STAPLED in the top left hand corner. No paper clips . Show
all
MUN
MATH 1090 (002)
FALL 2015
MIDTERM I ARRANGEMENTS
Material being Tested
Assignments: #1, #2, #3, #4 (without Rational Equations)
Handouts:
#I.1 Number Systems
#I.2 Real Numbers
#I.3 Rational Numbers & Expressions (i.e. Fractions)
#I.4 Exponents & Expon
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MATH 1090 Winter 2012
TEST 2  March 20, 2012
SDLVLTWNS
Your Name Student #
1. (6 points) Find the vertex, x and yintercepts (if any) and sketch the parabola
given by the equation y = x2 + 6x 8.
\j: I. @6404 * (KiéwWH?
2 " (X  3321M
3: 
ASSIGNMENT #8
DUE Dec. 2(W) in Class or by 7PM in Drop Box* near HH3003 in Math Building
* Drop Boxes by Last Name A  Do: Box #39 Dp  Lh: Box #40
Li  Pq: Box #41
Pr  Z: Box 42
TOPIC 1: Analytical Trigonometry
C) Using Sum / Difference Formulas Sectio
MATH 1090: Section 2
FALL 2015
ASSIGNMENT #8
DUE Dec. 2(W) by 7PM in Drop Box* near HH3003 in Math Building
* Drop Boxes by Last Name A  Do: Box #39 Dp  Lh: Box #40
Li  Pq: Box #41
Pr  Z: Box 42
PLEASE NOTE:
1) Assignment should be neat (erase dont c
MUN
MATH 1090 (002)
FALL 2015
MIDTERM II ARRANGEMENTS
Please Note: As preferred by class, Midterm II being written Nov.22(Su) unless student requests Nov.19(Th).
Anyone with challenges arising from this change should discuss options with the instructor .
MEMORIAL UNIVERSITY OF NEWFOUNDLAND
DEPARTMENT OF MATHEMATICS AND STATISTICS
FINAL EXAMINATION Mathematics 1090 FALL 2012
COMPLETE THE FOLLOWING CAREFULLY AND CLEARLY:
(Please Print)
Surname: SO [04'pr 5
Given Names:
MUN Number:
Instructors Name:
MATH 1090(002)
Sample Midterm II  Solutions
Q #1(a)
FALL 2015
.
Sol'n: x = 1/3, 2 as neither make denom. = 0
as denom. = 0 only when x = 0 or x = 1 (see above)
.
.
16 + 16
 37

.
.
16
a) 140 degrees (pi radians / 180 degrees) = 140/180 pi = 7/9 pi.
b)
EVALUATION PROCEDURES
MATHEMATICS 1090 Winter 2016
SECTION 003 CRN 63982
Professor W. Carson Leonard
Ofﬁce HH 3031
864 3471
cleonarda munxa
Ofﬁce Hours ( appointments not necessary)
Monday 11 am to noon Wednesday 11 am to noon
Thursday 9a m to 10 am Thur
Mathematics 1090
Winter 2016 Assignment 2
Due l 1:00 AM. Friday Januag 29‘h 20l6 NO LATE ASSIGNMENTS WILL BE ACCEPTED.
All assignments are to be leginy written on both sides of loose leaf and STAPLED in the top left hand comer. No paper clips . Show
all w
Mathematics 1090
Winter 2016 Assignment 1
Due 1 1:00 AM. Friday January 22th 2014 NO LATE ASSIGNMENTS WILL BE ACCEPTED.
All assignments are to be legibly written on both sides of loose leaf and STAPLED in the top left hand comer. No paper clips . Show
all
Mathematics 1090
Winter 2016 Assignment 2
Due 11:00 AM. Friday January 29th 2016 NO LATE ASSIGNMENTS WILL BE ACCEPTED.
All assignments are to be legibly written on both sides of loose leaf and STAPLED in the top left hand corner. No paper clips . Show
all
Mathematics 1090
Winter 2016 Assignment 4
Due 11:00 AM. Friday February 12th
2016 NO LATE ASSIGNMENTS WILL BE ACCEPTED.
All assignments are to be legibly written on both sides of loose leaf and STAPLED in the top left hand corner. No paper clips . Show
al
Mathematics 1090
Winter 2016 Assignment 1
Due 11:00 AM. Friday January 22th 2016 NO LATE ASSIGNMENTS WILL BE ACCEPTED.
All assignments are to be legibly written on both sides of loose leaf and STAPLED in the top left hand corner. No paper clips . Show
all
Mathematics 1090
Winter 2016 Assignment 3
Due 11:00 AM. February 5th 2016 NO LATE ASSIGNMENTS WILL BE ACCEPTED.
All assignments are to be legibly written on both sides of loose leaf and STAPLED in the top left hand corner. No paper clips . Show
all work n
MATH 1090 Assignment 7
due Thursday, March 15, 2012
SOLuTx 0N5
Your name: _______________________________ __ Student Number: ___________ __
1. Use Rational Zero Theorem and Factor Theorem to solve
x3+3$2+6x+4=0.
I
D
L\
fossibk WM 05% t i \, :1
x=
MATH 1090 Assignment 2
Due Friday, January 25, 2013
Your Name S O LMT O N S Student Number
1. Consider the points A(3,8) and B(O,6).
(a) plot the points on the xyplane;
(b) nd the distance between A and B;
a «1/(osv+(6~8>°'  Va 473
d(A,B) = (yrs