Math 126 Exam Correspondence

Five years ago, we changed the order of presentation of the material. At that time, I created this correspondence sheet to help students find problems to practice based on topic for exam 2 (that was where there was the greatest change in exam coverage). Now you have lots of old exams (from the last five years) to practice studying for exam 2, so you don't need this correspondence sheet, but I will leave it here just in case you want to find some problems based on topic.

13.3 (Curvature/ArcLength/Normal Vector/Binormal Vector/Normal Plane):
Taggart Fall 09 Exam 1 Problem 5
Perkins Winter 09 Exam 1 Problem 5
Final Spring 06 Problem 5, 6
Final Winter 07 Problem 8
Final Spring 07 Problem 5
Final Fall 07 Problem 5

13.4 (Velocity/Acceleration):
Taggart Fall 09 Exam 2 Problem 1
Conroy Spring 09 Exam 2 Problem 2
Loveless Winter 07 Exam 2 Problem 4
Pevtsova Winter 07 Exam 2 Problem 4,5
Final Spring 06 Problem 7
Final Fall 06 Problem 8
Final Winter 07 Problem 9
Final Spring 07 Problem 6
Final Fall 07 Problem 7

14.1, 14.3, 14.4 (Partial Derivatives/Tangent Planes/Linear Approximation):
Taggart Fall 09 Exam 2 Problem 2
Conroy Spring 09 Exam 2 Problem 3
Loveless Winter 07 Exam 2 Problem 5
Pevtsova Winter 07 Exam 2 Problem 3
Final Fall 06 Problem 4
Final Winter 07 Problem 6
Final Spring 07 Problem 8
Final Fall 07 Problem 8

14.7 (3D max/min):
Taggart Fall 09 Exam 2 Problem 3
Conroy Spring 09 Exam 2 Problem 4
Final Spring 06 Problem 9
Final Fall 06 Problem 5
Final Winter 07 Problem 5
Final Spring 07 Problem 9
Final Fall 07 Problem 9
Final Spring 08 Problem 9

15.1-15.4 (Double Integrals):
Taggart Fall 09 Exam 2 Problem 4,5
Conroy Spring 09 Exam 2 Problem 5
Final Spring 06 Problem 10
Final Fall 06 Problem 6, 7
Final Winter 07 Problem 3
Final Fall 07 Problem 10
Final Spring 08 Problem 7

15.5 (Double Integral Applications)
Final Spring 08 Problem 8
Final Fall 05 Problem 6


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