REVIEW TEST 1
REVIEW TEST 2
REVIEW TEST 3
LECTURE NOTES
OBJECTIVES
Outcomes  Model Exercises 
Practice Exercises 

Determine whether a sequence is arithmetic, geometric or neither and write subsequent terms  ME 1  PE 1 
Write the negation of a statement  ME 2  PE 2 
Write contrapositive, converse and inverse of a statement  ME 3  PE 3 
Complete a truth table  ME 4  PE 4 
Perform operations on sets including unions, intersections, and complements  ME 5  PE 5 
Determine the cardinality of a set  ME 6  PE 6 
Determine whether a relation is a function  ME 7  PE 7 
Perform operations on functions  ME 8  PE 8 
Use Venn Diagrams to perform operations on sets  ME 9  PE 9 
Count and convert in different number bases  ME 10  PE 10 
Perform operations in different number bases  ME 11  PE 11 
Identify examples of the axioms of real numbers  ME 12  PE 12 
Use different algorithms to perform the basic operations on whole numbers  ME 13  PE 13 
Use the tests for divisibility  ME 14  PE 14 
Determine the LCM and GCF of numbers and apply to arithmetic and algebraic fractions  ME 15  PE 15 
Classify real numbers as to the set(s) which they belong  ME 16  PE 16 
Lecture Notes
Review Test 1
Review Test 2
Review Test 3
Lecture Notes
1. The Ratio and Root Test 

2. Alternating Series 







