01006001 Engineering Mathematics 1
Academic Year 2012


Textbook
Hughes-Hallett et al. Calculus: Single and Multivariable 5th Edition International Student Version, John Wiley & Sons, 2010. ISBN: 978-0470-40944-2
Marking
  • Midterm 35% (Sunday 23rd December 2012 9.30-12.30)
  • Final 35% (Wednesday 27th February 2013 9.30-12.30)
  • Class Attendance, Project, and WileyPLUS Assignment 30%
    • Class Attendant 10%
    • WileyPLUS 15%
      • Six graded assignments of 25 questions (unlimited attempts) are marked for 15%.
    • Project 5%

Marking and Grading Policies
  • Grade F for scoring below 40%
  • Marking -3%/+3% extra for assigned student class leaders
Course Schedule
1. W45: 5-9 November Registration Allocation
2. W46: 12-16 November 1.1 Functions and Change
1.2 Exponential Functions
1.3 New Functions from Old
1.4 Logarithmic Functions
3. W47: 19-23 November 1.5 Trigonometric Functions
1.6 Powers, Polynomials, and Rational Functions
1.7 Introduction to Continuity
1.8 Limits
4. W48: 26-30 November 2.1 How Do We Measure Speed?
2.2 The Derivative at a Point
2.3 The Derivative Function
5. W49: 3-7 December 2.4 Interpretation of the Derivative
2.5 The Second Derivative
2.6 Differentiability
6. W50: 10-14 December 3.1 Powers and Polynomials
3.2 The Exponential Function
3.3 Product and Quotient Rule
7. W51: 17-21 December 3.4 The Chain Rule
3.5 Trigonometric Functions, Trigonometric Equations, Laws of Sine and Cosine
3.6 The Chain Rule and Inverse Functions
8. W52: 24-28 December Midterm Week 1
9. W53/1: 31 Dec - 4 Jan Midterm Week 2
10. W2: 7-11 January 3.7 Implicit Functions
3.8 Hyperbolic Functions
3.9 Linear Approximation and the Derivative
11. W3: 14-18 January 3.10 Theorems about Differentiable Functions
4.1 Using First and Second Derivative
4.2 Optimization
12. W4: 21-25 January 4.3 Families of Curves
4.4 Optimization, Geometry and Modeling
4.6 Rates and Related Rates
13. W5: 28 Jan-1Feb 4.7 L'Hopital's Rule, Growth, and Dominance
4.8 Parametric Equations
5.1 How do We Measure Distance Traveled?
14. W6: 4-8 February Teaching Assessment (2-23 February) Tutorial
5.2 The Definite Integral
5.3 The Fundamental Theorem and Interpretations
5.4 Theorem about Definite Integrals
15. W7: 11-15 February 6.1 Antiderivatives Graphically and Numerically
6.2 Constructing Antiderivatives Analytically
6.3 Differential Equations
16. W8: 18-22 February 6.4 Second Fundamental Theorem of Calculus
6.5 The Equations of Motion
7.1 Integration by Substitution
WileyPLUS Assignment
WileyPLUS ID Assignment Duration Remark
AssignmentM11_01
Graded Assignment 1
Sunday 2 December 2012
9.00am-6.00pm
1.1-1.8, 25 questions, unlimited attempt.
AssignmentM11_02
Graded Assignment 2
Sunday 16 December 2012
9.00am-6.00pm
2.1-2.6, 25 questions, unlimited attempt.
AssignmentM11_03
Graded Assignment 3
Sunday 6 January 2013
9.00am-6.00pm
3.1-3.6, 25 questions, unlimited attempt.
AssignmentM11_04
Graded Assignment 4
Sunday 27 January 2013
9.00am-6.00pm
3.7-4.4, 25 questions, unlimited attempt.
AssignmentM11_54
Graded Assignment 5
Sunday 10 February 2013
9.00am-6.00pm
4.6-5.3, 25 questions, unlimited attempt.
AssignmentM11_54
Graded Assignment 6
Sunday 24 February 2013
9.00am-6.00pm
5.4-7.1, 25 questions, unlimited attempt.
Project
  • Assignment: 21-25 January
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