MAT 1339 A
Fall 2010
November 3rd
Instructor Catalin Rada
TEST #2
Max = 20
Student Number:
Time: 80 min.
Only basic scientic calculators are permitted: non-programmable, non-graphing, no
dierentiation or integration capability. Notes or books are not pe
MAT 1339 A
Assignment 3 (Due THU. NOV. 11th, 11:30)
Student Number:
Name:
Problem 1: Find the equation of the tangent line to the graph of f (x) = cos(ex5 1) + x at the point
(5, 6). Hint: Recall that such an equation has the form y = mx + n. What is the
MAT 1339 A
Fall 2010
October 14th, 11:30
Prof. C. Rada
TEST #1
Max = 20
Student Number:
Time: 80 min.
Only basic scientic calculators are permitted: non-programmable, non-graphing, no
dierentiation or integration capability. Notes or books are not permi
MAT 1339 A
Assignment 2 (Due TUE. NOV. 2nd, 11:30)
Student Number:
Name:
Problem 1: Find the equation of the tangent line to the graph of f (x) = x2 sin(2x) at x = .
Work: Compute f (x) = 2x sin(2x) + x2 cos(2x)2 by product rule (and chain rule). Plug in
MAT 1339 A
Assignment 1 (Due THU. Sept. 30th, 11:30)
Student Number:
Name:
Problem 1: [1 mark] Using the denition of a derivative nd f (x) if f (x) = x3 2x + 2010.
Solution:
f (x + h) f (x)
h0
h
(x + h)3 2(x + h) + 2010 (x3 2x + 2010)
= lim
h0
h
2
2
(3xh
MAT 1741A Guide d
etude pour le test diagnostique
Chers etudiantes et etudiants de MAT 1741,
Afin de vous aider dans votre preparation du test diagnostique, en particulier si vous
ne possedez pas toutes les notions requises pour ce cours, voici une descri