September
Sunday	Monday	Tuesday	Wednesday	Thursday	Friday	Saturday
					1	2
3	4 Labor Day Hwk 4 due	5 Hwk 5 • Using Secant Lines to Find Average Rate of Change • Finding Instantaneous Velocity • Understanding the Concept of the Derivative	6	7 Test 1	8	9
10	11 Hwk 5 due	12 Hwk 6 • Using the Derivative to Find Slopes of Tangent Lines • Using the Derivative to Find Instantaneous Rates • Finding the Equation of Tangent Lines   • Finding the Derivative of 1/x • Finding the Derivative of the Square Root of x	13 Hwk 6 & 7 due	14 Hwk 7 •Understanding the Concept of the Power Rule • Understanding Where the Power Rule Comes From • Using the Power Rule	15	16
17	18 Hwk 7 due	19 Hwk 8 • Using the Product Rule • Using the Quotient Rule	20 Hwk 8 due	21 Hwk 9 •Understanding the Concept of the Chain Rule • Using the Chain Rule • Using y-Notation	22	23
24	25 Hwk 9 due	26 Hwk 10 •Reviewing Trigonometry • Graphing Trig Functions • Taking the Derivative of Trig Functions • Understanding the Number Pi	27 Hwk 10 due	28 Hwk 11	29	30

October
Sunday	Monday	Tuesday	Wednesday	Thursday	Friday	Saturday
1	2 Hwk 11due	3 Hwk 12 • Graphing Exponential Functions • Finding the Derivative of Exponential Functions • Evaluating Logarithmic Functions	4	5 Test 2	6	7
8	9 Hwk 12 due	10 Hwk 13 •Finding the Derivative of the Natural Log function • Using the Derivative Rules with Trig, Logs, and Exponentials	11 Hwk 13 due	12 Hwk 14 •Understanding the Basics of Implicit Differentiation • Finding the Derivative Implicitly	13	14
15	16 Hwk 14 due	17 Hwk 15 • Applying Implicit Differentiation • Using Implicit Differentiation	18 Hwk 15 due	19 Hwk 16 •Understanding How Acceleration Relates to the Derivative • Solving Word Problems Involving Distance and Velocity	20	21
22	23 Hwk 16due	24 Hwk 17 • Solving Related Rate Problems Involving Concentric Circles • Solving Related Rate Problems Involving Triangles with a Fixed Hypotenus	25 Hwk 17 due	26 Hwk 18 • Solving Related Rate Problems Involving Triangles with a Fixed Base  • Solving Related Rate Problems Involving Triangles with a Fixed Height	27 New: Check out the hwk assignment on schedule and assignments link	28
29	30 Hwk 18 due	31 Hwk 19 •Understanding the Connection Between Slope and Optimization  • Finding Maximum Areas

November
Sunday	Monday	Tuesday	Wednesday	Thursday	Friday	Saturday
			1	2 Test 3	3	4
5	6 Hwk 19 due	7 Hwk 20 • Finding the Maximum Volume of a Box  • Finding the Maximum Volume of a Cylinder  • Finding the Minumum Area of Mixed Shapes	8 Hwk 20due	9 Hwk 21 •Finding Critical Points • Using Critical Points to Find Increasing and Decreasing Regions  • Using the First Derivative Test	10	11
12	13 Hwk 21 due	14 Hwk 22 • Using Derivatives to Graph Functions  • Using Derivatives to Graph Functions with Cusp Points  • Using Derivatives to Graph Functions with Even Roots	15 Hwk 22 due	16 Hwk 23 • Finding Vertical Asymptotes  • Finding Horizontal Asymptotes  • Graphing Functions with Asymptotes  • Graphing Functions with Asymptotes and Cancellation  • Graphing Functions with Asymptotes and Critical Points	17	18
19	20 Hwk 23 due	21 Hwk 24 •Understanding the Basics of the Antiderivative  • Finding the Antiderivative of x Raised to a Power  • Finding the Antiderivative of the Trig and Exponential Functions	22 Thanksgiving Holidays	23 Thanksgiving Holidays	24 Thanksgiving Holidays	25 Thanksgiving Holidays
26	27 Hwk 24 due	28 Hwk 25 • Undoing the Chain Rule with U-Substitution  • Using U-Substitution on Polynomials	29 Hwk 25due	30 Hwk 26 • Using U-Substitution on Basic Trigonometric Functions  • Using U-Substitution on the Exponential Function and the Fraction du/u

December
Sunday	Monday	Tuesday	Wednesday	Thursday	Friday	Saturday
					1	2
3	4 Hwk 26 due	5 • Calculus in 20 minutes	6	7 Final Exam	8	9
10	11		13	14	15	16
17	18	19	20	21	22	23 Christmas
24	25	26	27	28	29	30