MAT 1320B
  University Mathematics for Applications


  Fall 2006 Course Information



Instructor De-Jun FENG
Office Room 211, Lady Shaw Building.  Tel:  2609-7965
Lectures Tuesday  10:30am-12:15pm in      LSB C3
Thursday 10:30am-11:15am in      MMW 702.
Tutorials
 Wednesday  4:30pm-5:15pm,      SCE E108
Thursday      4:30pm-5:15pm,      LSB G34   
TA Xiao Jingjing     Office:                          Office hour: 
Email:  jjxiao@math.cuhk.edu.hk
Textbook R. A. Barnett, M. R. Ziegler, K. E. Byleen
 
APPLIED CALCULUS for Business, Economics, Life Sciences, and Social Scences, 8th Edition,

Grading		 Final exam : 50 percent
Midterm: 30 percent
Homework: 10 percent
Quizzes: 10 percent
Exams Midterm: TBA
Final: TBA
Homework Here is the assigned homework for the class. The homework will be collected in the box of MAT 1320B (Floor 2nd, LSB). Late homework  will not be accepted.
Announcement

Outline:  Here is the tentative outline for the class.  Please read the indicated sections before each lecture.


  Tuesday (10:30am-12:15pm)
    Thursday(10:30am-11:15am)
      Sep 5
  Functions and Graphs, Limits (3-1)
       Sep  7
  Limit and Continuity  (3-2)
      Sep 12
  Derivatives, Derivatives of power forms, products and quotients
  (3-3, 3.4,3.5)
       Sep 14
  Chain rule of power forms, applications
(3-6, 3-7)
     Sep 19
First derivatives and graphs, Second derivatives (4-1,4-2)
 		      Sep 21
  Second derivatives (cont.), Curve sketching   (4-2,4-3)
     Sep 26
  Absolute maxima and minima  (4-4)
  Quiz 1
      Sep 28
  The constant e, exponential and logarithmic  functions (5-1)
     Oct 3
  Derivative formula for  exp and log functions, 
  Chain rule (5-2,5-3,5-4)
     Oct 5
  Implicit differentiation and related rates (5-4,5-5)
     Oct 10 
  Indefinite integral (6-1) 		     Oct 12
  Integral by substitution (6-2)
     Oct 17
     Differential equations  ( 6-3)
      Oct 19
  Definite integration  (6-4)
     Oct 24
  Definite integration as a limit of sum,
 Fundamental Theorem of Calculus (6-5)
      Oct 26
  Area between curves, applications  (7-1,7-2)
 
     Oct 31
  Integration by parts (7-3)
      Nov 2
Integration using tables , Applications (7-4)
 
     Nov 7
  ODE ( basic concepts) ,   Separation of variables (9-1, 9-2)
      Nov 9
  First order ODE(9-3)
  Quiz 2
     Nov 14
 First order ODE (cont-) (9-3)
     Nov 16
Probability and calculus,  Improper integral (11-1)
 
     Nov 21
  Continuous random variable, probability density functions (11-2)
      Nov 23
  Expected values, variances and standard deviations (11-3)
     Nov 28
  Special distributions (11-4)		      Nov 30
  Review for final exam