Exam+2

= Exam 2 - over chapter 3 =

-- Exam 2 Review, version 1 -- Exam 2 Review Answer Key, version 1
 * Materials:**


 * Concepts covered:**
 * Limit of difference quotient
 * Power rule
 * Product rule
 * Quotient rule
 * Chain rule
 * Rules for trigonometric, logarithmic and exponential functions
 * Inverse function differentiation
 * Implicit differentiation
 * Logarithmic differentiation


 * Application problem types:**
 * Related Rates (e.g., Pythagorean, area, volume, rotation)
 * Position-Velocity-Acceleration contexts
 * Find the equation of a line tangent to a curve at a particular point (and sketching it)
 * Find the values where a function has specific tangent-line-slope values (e.g., horizontal)
 * Given the graph of a function, sketch a graph of the derivative function
 * Find the values where a function is not differentiable (and the intervals over which it is)

//SFT SAYS:// Again, this review was compiled from text materials (reviews and sample tests) and reflect homework assignments in terms of problem types.
 * Thoughts on Implementation:**