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Consortium for Mathematics and its Applications

Product ID: 99567
Supplementary Print
Undergraduate

Zeller's Congruence and Modular Systems (UMAP)

Author: Thomas P. Moran


Section 1 introduces Zeller's congruence with motivational problems. Section 2 deals with the greatest integer function, applications and graphs. Section 3 uses clock arithmetic and the step function to practice Zeller's formula. Section 4 covers computer programming involving the previous topics. The unit ends with a list of student projects and sample test.

Table of Contents:

INTRODUCTION

1. THE FORMULA AND ITS PURPOSE

2. THE GREATEST INTEGER FUNCTION
2.1 Definition and Graph
2.2 Some Applications of the Greatest Integer Function

3. MODULAR SYSTEMS
3.1 Introduction and Application of Zeller's Congruence

4. ZELLER'S CONGRUENCE AND THE COMPUTER

5. PROJECTS

6. SAMPLE EXAM

APPENDIX: ZELLER'S CONGRUENCE

ANSWERS TO EXERCISES

©1982 by COMAP, Inc.
UMAP Module
26 pages

Mathematics Topics:

Abstract & Linear Algebra

Application Areas:

Computers & Technology

Prerequisites:

Elementary algebra; informal notions of field properties (closed, inverse, identity element, etc.)

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