Timothy Morris

X
ME

timothy.morris@csus.edu
  • Bachelors in Physics
  • Ph.D. in Mathematics

Math 30; Spring, 2016

Derivative Examples


Sect 1: Mon, Wed, Fri in BRH 214 at 8:00 - 8:50
and Thurs in BRH 204 at 8:00-8:50

Homework
    HW 1 due Fri Feb 5
    Sec 1.3, Pg 28
    5,8,12,15,20,24,28,30,32,34,38
    HW 2 due Wed Feb 10
    Sec 1.4, Pg 35,36
    5,8,14,17,20,22,24
    HW 3 due Mon Feb 22
    Sec 1.5, Pg 44,45
    12-20 evens
    Sec 1.6, Pg 55,56
    12-16 evens
    Sec 2.1, Pg 69
    2-12 evens
    HW 4 due Wed Mar 9
    Sec 2.3, Pg 84,85
    3-8, 14-30 evens
    Sec 2.4, Pg 94,95
    8-28 evens


Announcements
  • Test 2
    • Derivatives
    • The Shape of a Curve
      • Know how to find absolute max and min values on a closed interval
      • Know how to find local max and min values on an open interval
      • Know how to determine intervals of increase and decrease
      • Know how to determine intervals of concavity
      • Know what critical points tell you
      • Know what inflection points are and how to find them
      • Given information about critical points, inflection points, concavity, etc., be able to sketch a graph
    • Know what the mean value theorem tells you