TEXTBOOK(S):
Calculus, by Angelo B. Mingarelli (The Millennium Series), along
with a Solutions Manual (bundled together). Available at the Bookstore
on or before August 15th.
EVALUATION
Your grade will be calculated either as:
(i) Term Mark 40%;
(ii) Final Examination 60%
OR,
(iii)Final Examination 100% whichever is better.
In any event, your final course grade is the larger of the two numbers:
A and B where A=(i)+(ii) and B=(iii).
If you do all the weekly quizzes, homework and tests, as well as the
sample tests and final exams on this website, you'll likely pass (maybe
even Ace it!).
TERM MARK:
The term mark will be derived from:
(a) 3 Tests; BUT we choose the best 2/3, for (20/40);
(b) 2 BIG Assignments (20/40).
Note:The "best x of y" rules allow you to miss some of the term
events for any reason (medical or otherwise).
Only under highly exceptional circumstances will a test be postponed
to a later date.
TUTORIALS:
All tutorials are held on Tuesdays, at 10:30 a.m. and will begin the week of Sep. 21 in various locations depending on your section given to you at registration OR by the first letter of your family name (surname, cognome(n)).
Tutorial 1:
Room 505 Southam Building,
Tutorial 2: Room 2115 Herzberg Building,
Tutorial 3: Room 312 Steacie Building,
Tutorial 4: Room 2160 Herzberg Building
,
Tutorial 5: Room 517 Southam Building,
Tutorial 6: Room 516 Southam Building ,
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Limits and Continuity, Guessing and Evaluating Limits at Infinity, The Chain Rule |
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Implicit differentiation, Derivatives of trigonometric functions, Inverse functions, Inverse trigonometric functions and their derivatives, |
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Newton's method for calculating roots (review 2.4), L'Hospital's Rule |
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Exponentials and Logarithms and their derivatives (2 lectures), Applications to Laws of Growth and Decay |
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Solving polynomial and rational function inequalities, Curve sketching (2 lectures) |
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Antiderivatives, The Indefinite Integral, Definite Integrals |
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Sigma notation, Area, Fundamental Theorem of Calculus, Integration by substitution (change of variable), |
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Integration by Parts |
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Partial Fractions, Powers of Sines and Cosines, Numerical Integration |
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Improper Integrals (2 lectures), Area between Two Curves |
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Volumes of Solids of Revolution, Arc Length, Centers of Mass |
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Simple differential equations and applications |
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Review |