# Math 3 Schedule

#### (Subject to Change)

Day Date Sections Topic(s) Materials
M 1/6 1.2-1.4 Lines in the Plane; Functions and their graphs; New functions from old
W 1/8 1.5-1.6 Trigonometric functions; Exponential and logarithmic functions
F 1/10 2.1 Modeling rates of change: introduction
X Optional X-hour
M 1/13 2.2-2.4 The legacy of Galileo, Newton, and Liebniz; Limits of functions; Limits at infinity
W 1/15 2.5 Continuity
F 1/17 2.6 Tangent lines and their slopes
X 2.7 Mandatory X-hour; The Derivative
M 1/20 No Class: Class moved to X-hour
W 1/22 2.8 Differentiation rules
F 1/24 2.9 Derivatives of trigonometric functions
X 2.10 Makeup X-hour: The mean value theorem
M 1/27 2.11 Implicit Differentiation; Written HW1 Due
W 1/29 2.12 Derivatives of exponentials and logarithms
F 1/31 2.13-2.14 Newton's method; Linear approximations
X Optional X-hour
M 2/3 2.15-2.16 Antiderivatives and initial value problems; Velocity and acceleration
Tu 2/4 Covered: 1.2-2.14 Midterm 1: 7:00-8:15 in Wilder 104
W 2/5 2.17 Related Rates
F 2/7 No Class: Class moved to x-hour next week
M 2/10 3.1 Modeling with differential equations: introduction; Separable differential equations: first look
W 2/12 3.2-3.3 Exponential growth and decay; Separable differential equations
F 2/14 3.4 Slope fields and Euler's method
X 3.5 Makeup X-hour: Issues in curve sketching
M 2/17 3.6 Optimization
W 2/19 4.1-4.2 Modeling accumulations: introduction; The definite integral; Written HW2 Due
F 2/21 4.3 Properties of the definite integral
X Mandatory X-hour
M 2/24 4.4 The fundamental theorem of calculus
Tu Midterm 2: 7:00-8:15 in Wilder 104
W 2/26 4.5 Techniques of integration
F 2/28 4.6 Trapezoid rule and Simpson's rule
X 4.7 Mandatory X-hour: Areas between curves
M 3/3 4.9 Arc Length
W 3/5 4.10 Inverse trigonometric functions
F 3/7 Review
X Mandatory X-hour
Tu 3/11 Final Exam: 3PM in Steele 006