Schedule for MATH1003 (2017 Fall) | |||
Lecture | Date | Content | Week |
0 | 0 | ||
1 | 1/9/2017 | 3.1/3.2 Simple interest, Compound interest, growth and time (course-infor, note1, note2) | |
2 | 4/9/2017 | 3.3 Future value of an annuity, singking fund (note3) | |
3.4 Present value of an annuity, amortization (note4,TA0, TA1) | 1 | ||
3 | 8/9/2017 | 4.1 System of linear equations in two variables (note5) | |
4 | 11/9/2017 | 4.2 Augmented matrices (note6) | |
4.3 Gauss-Jordan elimination and applications (note7, TA3) | 2 | ||
5 | 15/9/2017 | 4.3 Gauss-Jordan elimination and applications (cont'd note8) | |
6 | 18/9/2017 | 4.4 Matrices, addition and subtraction, multiplication (note9) | |
4.5 Inverse of a matrix (note10) | 3 | ||
7 | 22/9/2017 | 4.6 Matrix equations (note11, TA4) | |
8 | 25/9/2017 | 4.7 Leontief input-output analysis (note12) | |
4.7 Leontief input-output analysis (cont'd) | 4 | ||
9 | 29/9/2017 | Review of Midterm 1 (finances, matrices, Sample exam 1, Solution 1, Sample exam 2, Solution 2,TA5) | |
10 | 2/10/2017 | Holiday (No class) | |
10.4 Rate of change, slope of the tangent line, derivative | 5 | ||
11 | 6/10/2017 | 10.5 Diffferential properties, power rule (Information for Midterm 1,note13, note13-5,note14 ) | |
12 | 9/10/2017 | 11.1 Continuous compound interest (note15) | |
11.2 Derivative of exponential function and logarithmic function (note15) | 6 | ||
13 | 13/10/2017 | 11.3 Product rule and quotient rule (note16) | |
14 | 16/10/2017 | 11.4 Chain rule (note17) | |
11.5 Implicit differentiation (note18) | 7 | ||
15 | 20/10/2017 | 11.6 Related rates (note19) | |
16 | 23/10/2017 | 12.1 Increasing and decreasing functions, first derivative test (note20) | |
12.2 Concavity, inflection points (note21) | 8 | ||
17 | 27/10/2017 | 12.4 Curve-sketching and 10.2 Infinite limits and limits at infinity (note22, TA9) | |
18 | 30/10/2017 | 12.4 More curve-sketching | |
12.5 Absolute maxima and minima (note23) | 9 | ||
19 | 3/11/2017 | 12.6 Optimization (note24,TA10) | |
20 | 6/11/2017 | 12.6 More optimization | |
10 | |||
21 | 10/11/2017 | 13.1 Anti-derivatives, indefinite integrals (note25) | |
22 | 13/11/2017 | 13.2 Integration by substitution (note26,note26_2) | |
13.4 Definite integrals (note27) | 11 | ||
23 | 17/11/2017 | 13.5 Fundamental theorem of calculus (note28) | |
24 | 20/11/2017 | 14.1 Area between curves (note29) | |
14.2 Applications in business and economics (note30) | 12 | ||
25 | 24/11/2017 | 14.3 Integration by parts (note31) | |
26 | 27/11/2017 | Review for Final (Last lecture)(note32,note33,Infor_Final) | |
27/11/2017 |
Sample exams: Final2012 and solution, Mid2016 and solution, Final2016 and solution |
13 | |