Please note that the following topics will be covered on the final exam. Please note that a more heavy emphasis is placed on term 2 material than term 1 material.

- Composite Functions
- Limits of a function
- One-sided functions
- Continuity
- Derivatives
- Product Rule
- Quotient Rule
- Chain Rule
- Power Rule
- Finding Tangents
- Implicit Differentiation
- Higher Derivatives
- Asymptotes
- First Derivative Test (Increasing/Decreasing Functions)
- Second Derivative Test (Concavity, Points of Inflection)
- Radians/Degrees
- Trigonometric Identities
- Trigonometric Proofs
- Derivatives of Trigonometric Functions

****NOTE**: The other day I told some of you that sin x approached 1 in a question. I misinterpreted the x as being when x=o but in reflection, x is equal to the angle of rotation thus when there is 0 rotation, sin x is also equal to 0. Please take note of this correction (sin x=0, not 1). Sorry if I confused anyone.