Math 3 Daily Schedule
Text: Calculus, fourth edition, by Robert A. Adams

Fall 1999

#1

Wednesday9/22
• Functions and graphs (P.4)
• Defining and graphing functions in Maple (CAS #1)

#2

Friday9/24
• New functions from old (pg.22, P.5)

#3

Monday9/27
• The trigonometric functions (P.6)
• Studying properties of functions in Maple (CAS #1)

#4

Wednesday9/29
• Introduction to limits and continuity (§1.1)

#5

Friday10/1
• Limits of functions (§1.2)

#6

Monday10/4
• Limits at infinity and infinite limits (§1.3)
• Exploring limits in Maple (CAS #1)

#7

Wednesday10/6
• Continuity (§1.4)

#8

Friday10/8
• Tangent lines and their slopes (§2.1)

#9

Monday10/11
• The derivative (§2.2)
• Conceptual introduction to the derivative in Maple (CAS #2)

#10

Wednesday10/13
• Differentiation rules (§§2.3, 2.4)

#11

Friday10/15
• Derivatives of trigonometric functions (§2.5)

#12

Monday10/18
• The Mean-Value Theorem (§2.6)

#13

Wednesday10/20
• Higher-order derivatives, implicit differentiation (§§2.8, 2.9)

Wednesday, 3:30 p.m.–4:45 p.m., Hour Exam #1: through class #12

Hour Exam #1

#14

Friday10/22
• Differential equations, IVPs, and the indefinite integral (§2.10)
• CSC A introduced (Rates of Change: Torricelli’s Law)

CSC A Intro

#15

Monday10/25
• Velocity and acceleration (§2.11)
• CSC A continued

#16

Wednesday10/27
• CSC A due
• Exponentials, logarithms, and their derivatives (§§3.1, 3.2, 3.3)

CSC A due

#17

Monday11/1
• Growth and decay (§3.4)
• Slope fields and Euler’s method (pg.994)

#18

Wednesday11/3
• The inverse trigonometric functions (§3.5)