Lectures
Schedule L01 
Labs
Schedule

Monday/Wednesday/Friday
11:0011:50am (ENC
70)

B01 M 13:0013:50, SB 142
(Horoub, A. B02 T 10:0010:50, SB 142 (Chugunova, M.) B03 W 12:0012:50, ST 127 (Horoub, A.) B04 R 15:0015:50, SB 142 (Ali, S.) 
Midterms (2)
There will be 2 Midterms:
1) Thursday, February 9, 7:008:30pm, roomST135,141,143,145
&
2) Thursday, March 23, 7:008:30pmroomST135,141,143,145
Final Exam: Tuesday,
April 25, 2017, 8:0010:00am, RoomST 140
It will cover all the materials covered in this course.
Grading scheme (Course Evaluation):
Exam,
Midterm, Assignments

Value (% of your final mark)

Dates

Midterms (2)

38%

1) Thursday, February 9,
7:008:30pm, roomsST 135, 141, 143, 145 & 2) Thursday, March 23, 7:008:30pmroomsST 135, 141, 143, 145 
18%

~One in two weeks (Sundays: A#1Jan 29, A#2Feb12, A#3Mar 5,
A#4Mar 19, A#5Apr 2, A#6Apr 18) 

Final Exam  44%  Tuesday, April 25, 2017, 8:0010:00am, RoomST 140 
Month 
Day 
Monday 
Day 
Wednesday 
Day 
Friday 
Jan 
9 
Lec1: Introduction. Review of Power,
Trigonometric, Exponential and Logarithmic functions,
Absolute Value and Piecewise Functions (Chapter 2) 
11 
Lec2:
Review of Limits. Onesided Limits. Operations on
Limits. Squeeze Theorem (Chapter 3, sec. 3.13.4). 
13 
Lec3:
Review of Trigonometric Limits. Infinite limits and
vertical asymptotes (Chapter 3, sec. 3.53.6). 
Jan 
16 
Lec4: Definition of Continuity, Different Types of Continuity (Chapter 3, sec. 3.7)  18 
Lec5: Operations on Continuous Functions, Types of Discontinuity, Intermediate Value Theorem (Chapter 3, sec. 3.7)  20 
Lec6: Limits at Infinity (Chapter 3, sec. 3.5). 
Jan 
23 
Lec7: Infinite Limits at Infinity (Chapter 3, sec. 3.5)  25 
Lec8: Derivatives: Definitions, Calculations (Chapter 4, sec. 4.14.2)  27 
Lec9: Differentiation Formulas and Rules (Chapter
4, sec. 4.34.4) 
JanFeb 
30 
Lec10: Derivatives
of Exp and Log Functions, the Slopes of a Curve (sec. 4.6, sec. 1.2.1) 
1 
Lec11: Differentiability,
Tangent Line and Linearization (sec. 4.2.1, 5.4) 
3 
Lec12: Chain Rule and Implicit Differentiation (sec. 4.5, 4.7) 
Feb 
6 
Lec13: Mean Value Theorem. Interval of increase and decrease (sec. 5.3)  8 
Lec14: Inverse Function and its Derivative (sec. 4.8)  10 
Lec15: The inverse trigonometric functions and their derivatives I (sec. 4.8.1) I 
Feb 
13 
Lec16: The inverse trigonometric functions and their derivatives II (4.8.1) (continuation of L.15, more examples)  15 
Lec17: Linearization, Taylor Polynomials and Theorem (sec. 5.4.1, 5.4.3)  17 
Lec18: Differentials and Applications (sec. 5.4.2) 
FebMar 
27 
Lec19: Indeterminate forms and l'Hopital's Rule (sec. 5.5)  1 
Lec20: L'Hopital's Rule II (continuation of Lec. 19)  3 
Lec21: Local Extrema, Fermat's Theorem, Critical Points (sec. 5.2.2) 
Mar 
6 
Lec22: First and Second Derivative Tests (sec. 5.6.15.6.2)  8 
Lec23: Concavity, Inflection Points, Absolute Extrema (sec. 5.6.3)  10 
Lec24: Optimization Problems (sec. 5.7) 
Mar 
13 
Lec25: Curve Sketching (sec. 5.6)  15 
Lec26: Newton's Method (5.4.4) 
17 
Lec27: Anrtiderivatives, Indefinite Integral, Initial Value Problem (sec. 6.16.3) 
Mar 
20 
Lec28: Techniques of Integration: Substitution Rule (sec. 7.1)  22 
Lec29: Exponential Growth and Decay  24 
Lec30: Areas, Properties of Areas, Area Calculations (sec. 6.1) 
Mar 
27 
Lec31: Riemann Sums, Definite Integral (sec. 6.1)  29 
Lec32: Properties of Definite
Integral, Fundamental Theorem of Calculus (sec. 6.2) 
31 
Lec33: Areas Between Curves (sec. 8.2) 
Apr 
3 
Lec34: Improper Integrals of Type I (sec. 7.2)  5 
Lec35: Improper Integrals of Type I
and Type II (sec. 7.2) 
7 
Lec36: Improper Integrals of Type II (sec. 7.2) 
Apr 
10 
Lec37: Functions
of Two and Three Variables, Domain, Range, Graphs (sec.
9.1). (Quadratic Surfaces Pictures) 
12 
Lec38: Partial Derivatives (sec. 9.3). (and Pictures for Partial Derivatives) 
14 
Your Marks for Final Exam Are UP on D2L Final Info & Final PracticeA & Final PracticeB Solutions: PracticeA & PracticeB * Math265 Review (SCUM Math & Stat Review Session): 14pm, April 22, Saturday, ST141 (free for SCUM members or $10 at the door) * Your Marks for Midterm 2 are on D2L (Solutions to MDT 2: Version 11 and Version 22) (Midterm 2 Practice) ScantronSampleMath265
Review
Worksheet 1 (with
solutions): Jan 0913* Your Marks for Midterm 1 are on D2L (Solutions to Midterm 1: Version 11 and Version 22) (2016 Midterm 1 with solutions) * Worksheet 2 (with solutions): LabsJan 1620 Worksheet 3 (with solutions): LabsJan 2327 Worksheet 4 (with solutions): LabsJan 30Feb 3 Worksheet 5 (with solutions): LabsFeb 610 Worksheet 6 (with solutions): LabsFeb 1317 Worksheet7 (with solutions): LabsFeb27Mar03 Worksheet8 (with solutions): LabsMar610 Worksheet9 (with solutions): LabsMar1317 Worksheet10 (with solutions): Mar 2024 Worksheet11 (with solutions): Mar 2731 Worksheet12 (with solutions): Apr 37 Worksheet13(with solutions): Apr 1014 * 6 Assignments are on D2L (Can also be accessed through * Continuous Tutorial Schedule 