Here's a study guide I made for Calc BC (it also works for the whole year of AB) It covers:

UPDATE v1.3: I've added information about derivative and 2nd derivative graphs, a hint or two, and page numbers (probably forgot something again so don't get mad if i post a new version)

UPDATE v1.3b: I corrected the Quotient Rule

Detailed contents after the break...

• Limits
  • Introduction
  • Laws
  • Solving limits
  • Definitions of continuity
  • Forcing a function to be continuous
  • Intermediate Value Theorem
• Derivatives
  • Tangent lines
  • List of derivatives
  • L'Hopitals' rule
  • Linear Approximations
• Anti-Derivatives
  • Basics
  • Field Lines
  • Volume by integration (Shell, disk, washer methods & solids with known cross sections)
  • List of anti-derivatives
  • 1st Fundamental theorem of calculus
  • Approximation of area (left sums, right sums. mid-point sums, trapezoids)
  • Arc Length
  • Average value of a function
  • Engineering applications