Course Description:  Development of the real number systems and its sub-systems, open sentences, numeration systems and some number theory concepts.

Prerequisites:  A minimum C grade in MATH 00022, or appropriate placement test score.

Syllabus:  Click here  for an online copy of the syllabus.

Schedule:  Click here for an online copy of the tentative schedule.

Graded Homework Assignments:

• Homework Guidelines

Supplemental Materials: Here are some supplemental materials that you might find useful. They are PDF (portable document format) files, so to view them you will need the Adobe Acrobat Reader installed on your PC.   If there is some material which you would like to see added to this section, please email me at bosikiew@kent.edu

Handouts:

• Chapter 1

• Problem Solving (Sections 1.1, 1.2)
  

• Chapter 2

•  Sets and Set Notation (Section 2.1)
•  Set Operations (Section 2.1)
•  Relations, Funtions, and Sequences (Section 2.4)

• Topic 1
  

•  Statements (Topic 1)
• Translating (Topic 1)
  
•  Tautologies (Topic 1)
•  Arguments (Topic 1)

• Chapter 3
  

• Whole Number Addition and Subtraction (Section 3.1)
• Whole Number Multiplication and Division (Section 3.2)
  
• Whole number exponent rules (Section 3.3)
  

• Chapter 4

• Mental Math (Section 4.1)
• Algorithms for Whole Number Operations (Section 4.2)
  
• Base 7 operations (Section 4.2)
  

• Chapter 5
  

•  Divisibility (Section 5.1)
•  GCF and LCM (Section 5.2)

• Topic 2
  

• Clock Arithmetic
  
•  Congruence Modulo m
  

• Chapter 6

• Discovering fractions through pattern blocks (Section 6.1)
• The set of fractions (Section 6.1)

• Chapter 7

• Decimals (Section 7.1)
• Ratios and Proportions (Section 7.3)
• Ratios and Proportions Supplemental Guide
  
• Percents (Section 7.4)
• Percents Supplemental Guide

• Chapter 8

• Addition and Subtraction of Integers (Section 8.1)
• Multiplication and Division of Integers (Section 8.2)
  

• Chapter 9

• Rational Numbers (Section 9.1)
• Real Numbers (Section 9.2)