Prof. Catalin Rada, University of Ottawa, MAT 1330D, WINTER 2010
Assignment 3 SOLUTIONS
Student Name
Student Number
Problem 1: [3 points] Using the denition of the derivative (and not a calculator)
nd the derivative of the function f (x) = x3 + (x 1)2 . I
MAT1330 D - Assignment 8 - Winter 2016 (due April 12th at 11 :59 PM)
Calculus for the Life Sciences I
Prof : Abdulrahman Karouma
Evaluate the following indefinite integrals. For each question, choose one of the responses given
below. For example (Qi) => r
Prof. Catalin Rada, University of Ottawa, MAT 1330D, Winter 2010
Assignment 1, due January 20, 2010 5:30 pm in class
Student Name
Student Number
LATE ASSIGNMENTS ARE NOT GOING TO BE MARKED!
Problem 1: [4 points] Suppose that every morning a patient receiv
Prof. Catalin Rada, University of Ottawa, MAT 1330D, WINTER 2010
Assignment 4, SOLUTIONS
Student Name
Student Number
Problem 1: [2 points] What are the critical points of the function f (x) = x2/3 (x 5) ?
Solution: Note that f (x) =
2x10+3x
1
3x 3
=
5x10
Prof. Catalin Rada, University of Ottawa, MAT 1330D, WINTER 2010
Assignment 3, due February 10, 2010 at 5:30am in class
Student Name
Student Number
Late assignments will NOT be marked!
Problem 1: [3 points] Using the denition of the derivative (and not a
Prof. Catalin Rada, University of Ottawa, MAT 1330D, WINTER 2010
Assignment 2, due February 1, 2010 at 5:30am in class
Student Name
Student Number
Problem 1: [4 points] The tides at Cape Fear (Planet MathematiX) on January 25,
2010 are given below.
Time
3
Prof. Catalin Rada, University of Ottawa, MAT 1330D, WINTER 2010
Assignment 2, Solutions
Student Name
Student Number
Problem 1: [4 points] The tides at Cape Fear (Planet MathematiX) on January 25,
2010 are given below.
Time
3:30 am
9:30 am
level
7.41m (hi
Prof. Catalin Rada, University of Ottawa, MAT 1330D, WINTER 2010
Practice
Student Name
Student Number
Problem 3: [4 points] Consider a sh population that grows according to the following
DTDS. (Here h 0 is the harvest eort, hxt is the harvest, and P (h) i
Prof. Catalin Rada, University of Ottawa, MAT 1330D, WINTER 2010
Review
April, 2010
1
1
Problem 1: Graph the function f (x) = x2 x .
Solution: The domain is found as follows: the only problems could arise at the
denominator. Solving x2 = 0 and x = 0, one
Family \zinie:
University of Ottawa
lVIAT1330A ldidterm Exam
October 5: 2016. Duration; 80 minutes. Instructor: Frithjof Lutscher.
First Naii'ie:
DGD l DGD 2 DGD .3 DGD 4
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