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Peterson, Allan C. - Department of Mathematics, University of Nebraska-Lincoln
Math 208 (Exam 3) Name . 1. (15 points) Given f(x, y, z) = 2x2
Mathematics 208 Spring 2006 Name
Math 314H Syllabus --Spring Semester 2005 The following syllabus shows the material expected to be covered and the corresponding suggested problem assignments for
Mathematics 208 Spring 2006 Name
Math 208 Exam 2 Instructions: You will have 50 minutes to complete this exam. Show your work in the space provided.
Math 208 Final Exam Name . 1. (14 points) Find and classify the critical points of
Final Exam Math 208 Spring 2004 Name: Lecturer
Exam 1 Name . Be sure to show all work!
Exam 1 Name . 1. (12 points) Find the functions f(x) and g(x) that fit the following data
Math 108H Exam 1 Name . Show all work, no calculator
Exam 2 Name . 1. (14 points)
Math 108H Exam 2 Name . Show all work, no calculator
Final Exam Name . 1. (14 points) Find the functions f(x) and g(x) that fit the following data
Math 108H Final Exam Name . Show all work, no calculator
Math 107H Exam 3 Name . 1. (20 points) Evaluate each of the following iterated integrals
Math 314/814 Exam 2 Spring 2004 Name
Math 314/814 Final Exam Spring 2004 Name
Participant List Allan Peterson
Dynamic Equations on Time Scales An Introduction with Applications
PROCEEDINGS OF THE FOURTH INTERNATIONAL CONFERENCE ON DYNAMICAL SYSTEMS AND DIFFERENTIAL EQUATIONS
Math 208 (Exam 2) Name . 1. (30 points) Evaluate each of the following
Math 108H Exam 3 Name . Show all work, no calculator
Cauchy Functions and Taylor's Formula for Time Scales T
PanAmerican Mathematical Journal Volume 15(2005), Number 2, 4964
Exam 3 Name . Be sure to show all work!
Math 208 Exam 3 Instructions: You will have 50 minutes to complete this exam. Show your work in the space provided.
Math 314 Exam 1 Spring 2004 Name
Math 107H Exam 2 Name . 1. (20 points)
Correction of Theorem 4.13 Theorem 4.13 (Discrete Floquet's Theorem) If (t) is a fundamental matrix
Mathematics 208 Spring 2006 Name
Math 106H Final Exam Name . 1. (12 points) Evaluate each of the following limits (no calculator)
Math 107H Final Exam Name . 1. (14 points) Given f(x, y) = x2 + 3x2y3 -y3.
