Below you can find the exam and the solutions to the spring 03's and the fall 04's first midterm:

  Spring 03's First Midterm

  Spring 03's First Midterm Solutions

  Fall 04's First Midterm

  Fall 04's First Midterm Solutions

Here are some previous exams and solutions that should provide a good review of the material you have covered to date.

Fall 2001 (Questions 2,3,5,7, and 8 only)	Solutions
Spring 2000 (Questions 2,5,6, and 7c only)	Solutions
Spring 1999 (Questions 1,2,3, and 4 only)	Solutions
Fall 1998 (Questions 5,6 and 7 only)	Solutions
Review Problem Sheet	Solutions

Here is a review sheet prepared for the second midterm.

   Review Sheet
   (Neglect page 7)

Below you can find the exam and the solutions to spring 03's second midterm:

  Spring 03's Second Midterm

  Spring 03's Second Midterm Solutions

Here are some previous exams and solutions that should provide a good review of the material you have covered to date. Because of changes in the syllabus, you are not responsible for problems that involve the Taylor remainder theorem.These problems are noted below:

Spring 1999	Solutions
Fall 1999	Solutions
Fall 1998	Solutions
Review Problem Sheet (Neglect 25c)	Solutions

Past final exams can be found below. You are not responsible for problems requiring the Taylor Remainder, Surface Area, and solving differential equations with series.

Fall 1995	Solutions
Fall 1998 (Omit 3a)	Solutions
Fall 1999	Solutions In #8: the differ'l eqn is BOTH first order linear AND separable. The answer is y = Ce^(x^2/2) - 1. (The exponent got cut off.)
Spring 1999 (Omit 2b) Also, note that in 3, you could have simply been asked for the solution.	Soltutions

Here is a differential equation review sheet.

   Differential Review

And a more qualitative one.

   Take Two    Take Two Solutions

(Note: Part of #8 is mysteriously absent. The equation is x'' +x' + 4x =0 and the initial conditions are x(0) = -1 and x'(0) = -1.)