Choose from the below Problems of Christmas Past any get all misty at the memories ...
Problems range from easy () to pretty difficult ()

1998-1999

In this year, only Calculus AB problems were offered. BC problems started in 1999-2000.

Problem #1: Limits 

Problem #3: The Position Function 

Problem #4: The Position Function--This Time It's Personal 

Problem #5: Related Rates 

Problem #6: Particle Movement

Problem #7: Son of Related Rates 

Problem #8: The Mean Value Theorem 

Problem #9: Graphs of Derivatives 

Problem #10: Minimizing a Function 

Problem #11: Antiderivatives with the Position Function 

Problem #12: Finding Upper and Lower Sums, Riemann Sums 

Problem #13: Midpoint Sums and the Mean Value Theorem for Integration 

Problem #14: The Second Fundamental Theorem 

Problem #15: Application of an Accumulation Function 

Problem #16: The Derivative of an Inverse Function 

Problem #17: Revenge of Derivatives of Inverse Functions 

Problem #18: Derivative of the Natural Exponential Function 

Problem #19: Exponential Growth and Decay 

Problem #20: Integrate This! (A Bamboozling Integration Problem) 

Problem #21: Area Between Curves/Rotational Volume 

Problem #22: Interpreting Volume Geometrically 

Problem #23: Solid with a Known Cross-Section 

Problem #24: Average Value and Mean Value Theorem (REVIEW) 

Problem #25: Related Rates of Change (REVIEW) 

Problem #26: Newton's Method (REVIEW) 

Problem #27: An Intriguing Derivative (REVIEW)