(A number in parenthesis means the chapter in the textbook.)

• Introduction. Power, constant, sum rules. (1)
• Slope and tangent line. (2)
• Product, quotient rules. (3)
• Chain rule (4)
• Implicit diffentiation. (4)
• Extended power rule. (5)
• Trigonometric review: triangles. (6)
• Trigonometric review: periodic functions. (6)
• Derivative of sin and cos. (6)
• Max/Min on interval. (7)
• Newton's method for finding roots. (?)
• exp and log basic properties. e as a limit. Derivatives of e^x and ln x. (9)
• Exponential growth. Exponential decay. (10)
• Second derivative. Concavity. Acceleration. (11)
• Antiderivatives. Differential equations. (12)
• Area. Definite integral (15)