Math 1013

Math 1013
This sheet is available at www.math.ust.hk/~amoy/math1013

Math 1013 - Fall 2018

Latest announcements

Information page for Final (Sat 08 Dec 12:30-15:30)
Sample final Solutions for sample final

Math Dept grading system

Provisional grade scale:   F < 40% < D < 50% < C's < 70% < B's < 85% < A's

WeBWork: Used for online homework (15% of grade).
2018 Tentative list of topics and schedule.

Best linear approximation demo
Newton's method demo 1
Newton's method demo 2
Swim walk demo
Mean Value Theorem demo
Concavity demo
Eyeglass demo
Cauchy MVT demo
Riemann Sum demo
Increasing function Riemann Sum demo
FTC I demo 1
FTC I demo 2

Math Support Center at 3011-3013 (Lift 3 or Lift 2)
For math help.

Logarithms and slide rules:
Secant/tangent line demo:
Implict function grapher:

Textbook class key. (updated 12 Sep 2018)

Online grapher and calculator
Online 3d grapher

Information page on Sunday 28 October midterm
Midterm topics review
Sample midterm Solutions for sample midterm

Notes for 2018.

       Week 08    Slides on differentials and Newton's method
                  Handwritten notes from class.
                       Mon L03 (2pm)     Mon L04 (11am)
                       Wed L03 (2pm)     Wed L04 (11am)
		       Fri L03 (2pm)     Fri L04 (11am)

       Week 09    Min/Max slides   Mean Value Theorem slides
                  1st and 2nd derivative tests slides
                  Solutions for WeBWorK HW 6
                  Handwritten notes from class.
                       Mon L03 (2pm)     Mon L04 (11am)
		       Wed L03 (2pm)     Wed L04 (11am)
		       Fri L03 (2pm)     Fri L04 (11am)

       Week 10    Function analysis slides     Optimization slides
                  L'Hopital's  rule slides
                  Solutions for WeBWorK HW 7
                  Handwritten notes from class.
                       Mon L03 (2pm)     Mon L04 (11am)
		       Wed L03 (2pm)     Wed L04 (11am)
		       Fri L03 (2pm)     Fri L04 (11am)

       Week 11    Antiderivative/definite integral slides    
                  Area/integral slides     Riemann sums
                  Solutions for WeBWorK HW 8
                  Handwritten notes from class.
		       Mon L03 (2pm)     Mon L04 (11am)
		       Wed L03 (2pm)     Wed L04 (11am)
		       Fri L03 (2pm)     Fri L04 (11am)

       Week 12    Fundamental Theorem of Calculus slides     
                  Solutions for WeBWorK HW 9
                  Handwritten notes from class.
		       Mon L03 (2pm)     Mon L04 (11am)
		       Wed L03 (2pm)     Wed L04 (11am)
		       Fri L03 (2pm)     Fri L04 (11am)

       Week 13    Substitution slides 
                  Sample final     Solutions for sample final   
                  Handwritten notes from class.
		       Mon L03 (2pm)     Mon L04 (11am)
		       Wed L03 (2pm)     Wed L04 (11am)
		       Fri L03 (2pm)     Fri L04 (11am)

       Week 01    Solutions for WeBWorK HW 1     Slides on functions
                  Handwritten notes from class.
                       Wed L03 (2pm)     Wed L04 (11am)
                       Fri L03 (2pm)     Fri L04 (11am)

       Week 02    Solutions for WeBWorK HW 2     Slides on trigonometry
                  Handwritten notes from class.
                       Mon L03 (2pm)     Mon L04 (11am)
                       Wed L03 (2pm)     Wed L04 (11am)
                       Fri L03 (2pm)     Fri L04 (11am)

       Week 03    Solutions for WeBWorK HW 3     Slides on limits I
                  Handwritten notes from class.
                       Wed L03 (2pm)     Wed L04 (11am)
                       (arccos computation error corrected 24 Sept 2018)
                       Fri L03 (2pm)     Fri L04 (11am)

       Week 04    Slides on limits II    Slides on important trigonometry limit
                  Handwritten notes from class.
                       Mon L03 (2pm)     Mon L04 (11am)
                       Wed L03 (2pm)     Wed L04 (11am)
                       Fri L03 (2pm)     Fri L04 (11am)

       Week 05    Solutions for WeBWorK HW 4   Slides on derivatives I
                  Slides on trig derivatives
                  Handwritten notes from class.
                       Wed L03 (2pm)     Wed L04 (11am)
                       Fri L03 (2pm)     Fri L04 (11am)

       Week 06    Solutions for WeBWorK HW 5   Slides on derivatives II 
                  Handwritten notes from class.
                       Mon L03 (2pm)     Mon L04 (11am)
                       Mon L03 (2pm)     Mon L04 (11am)
                       Fri L03 (2pm)     Fri L04 (11am)

       Week 07    Handwritten notes from class.
                       Mon L03 (2pm)     Mon L04 (11am)
                       Fri L03 (2pm)     Fri L04 (11am)

Instructor: Prof. Allen Moy,
Office Hours: in 3439
Phone : 2358 7422
e-mail: amoy dot ust dot hk
Lecture
L03 in LTE M W F 14:00 - 14:50
L04 in LTE M W F 11:00 - 11:50
Tutorials:

         T03A      Rm 4620      Tu 18:00-18:50   Dr. Jingling Wang
         T03B      Rm 4620      Tu 17:00-17:50   Dr. Jingling Wang
         T04A      Rm 4620      M  17:00-17:50   Dr. Jingling Wang
         T04B      Rm 2503      F  12:00-12:50   Dr. Jingling Wang

Textbook:
James Stewart
Calculus: Early Transcendentals 8-th edition, Brooks/Cole
11 copies of the textbook (8th and 7th editions) are on (2 hour) reserve in the HKUST library

Grading:
Grades will be based on the following (subject to minor change):
85% from uniform exams = 35% Midterm + 50% Final Exam
15% from online WeBWork homework
Provisional grade scale: F < 40% < D < 50% < C's < 70% < B's < 85% < A's

Quizzes and Exams:
The midterm is Sunday 28 October for 1.5 hours during 10:15-11:45
Final TBA

Practice Homework from the textbook:
Problems from 8th edition. Problems from 7th edition.