Warm-Up Quiz
Math*1200, Fall 2014
. Friday, September 19
Last Name: 3 OL/U TIC N5
First Name:
ID Number:
Instructions:
9 Ensure that your name and ID Number are clearly printed on the front and back
of this quiz, and check to make sure that there are 8
/ In an epidemic, assume that the number of people infected is a quadratic function of the number of days the
epidemic has been running. If the epidemic lasts 160 days and infects 800 people at its peak then nd the
quadratic model. Assume that at time t =
, ecax rate of k 2 ~ 517% 5' How soon after an initial
therapeutlc value of 500 mg in the body?
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PART I
Each question in this part has exactly one correct answer. Remember CIRCLE your answer on
this questionnaire and clearly indicate your answer on the computer score card.
1. Assume in an experiment that the dose of a drug on day 71 is an : 2n + 4 mg
PART I
Each question in this part has exactly one correct answer. Remember CIRCLE your answer on
this questionnaire and clearly indicate your answer on the computer scorecard.
1. Assume in an experiment that the dose of a drug on day n is an 2 2n + 3 mg.
, PART II
Work each problem. Show all your work in the space provided and place your nal answer in the
answer boxes (if they are provided).
15. In the study of a population of ermine it was found that the population is growing at rate of 5% each
year. Eac
PART I
Each question in this part has exactly one correct answer. Remember CIRCLE your answer on
this questionnaire and clearly indicate your answer on the computer score card.
1. If the size of a certain population at generation 8 "!" is given by
"!
T "!
r 7. A factory operates on 12 hour work shifts. It was found that the factory's pollution output p(t) (ppm) Was a
r , quadratic function of the number of hours t a work shift had been running. Ifthe pollution output is O at the
begining of the shift (p(0)
PART II
Work each problem. Show all your work in the space provided.
15. Plotted data from an experiment produced a graph modelled by the periodic function of i
the form 7
pg =Ksin(m(a: 0) + b .
Use the graph to determine this model by computing the val
l
4. Which of the following functions is represented by the given graph?.
1
5. If the following graph, passinglthrough (1, 6), is tl
f(x) 2 3262 + 7, then g(1) :
(A) i? e
(B) 3
(C) 10
(D) %
(E) 12
6. If f (x) 2 Sin(%) and g(x) = sin(9 + K) then whic
T
4.
lim
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(B) \/5
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(C) 2 5
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(E) 3
If the solution of the differenCe equation X
ig_ Viia: equals
n+1
= a Xn + b is X = 30 + 80%) then the
parameters a and b and the initial population X0 are
(A) a
l
, 3
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17:10
2. On joining a real estate lm, an employee must choose one of two salary options based on the monthly net
prot. Let mdenote the monthly net prot in dollars.
Option A: The monthly salary A(m) is $1,400 plus 5% of the monthly net prots.
Option B: The month
1
Warm-Up Quiz
Math*1200, Fall 2014
Friday, September 19
Last Name:
First Name:
ID Number:
Instructions:
Ensure that your name and ID Number are clearly printed on the front and back
of this quiz, and check to make sure that there are 8 pages in total, i
1
Warm-Up Quiz (Practice)
Math*1200, Fall 2014
Friday, September 19
Last Name:
First Name:
ID Number:
Instructions:
Ensure that your name and ID Number are clearly printed on the front and back
of this quiz, and check to make sure that there are 8 pages
Your Guide to the Maple TA Mini-Quizzes
Maple TA is a powerful tool, and provides a great opportunity for
you to practice with some of the fundamental concepts of this
course. To make this work, though, Maple TA needs to be able to
understand what you mea
MATH*1200
Calculus I
Fall 2016
(Revision 1: September 21, 2016)
1 INSTRUCTIONAL SUPPORT
1.1
Instructors
Matthew Demers, Ph.D.
Office:
RICHS 2523, ext. 56933
Email:
mdemers@uoguelph.ca
Office hours: Thursday 2:30pm-4:00pm in THRN*1425
Kimberly M. Herder, P