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 INTERMEDIATE ALGEBRA
 Course Syllabus for Algebra I
 MidPlains Community College
 FRACTION OF A WHOLE NUMBER
 Systems of Linear Equations
 MATH FIELD DAY
 Course Outline for Finite Mathematics
 Calculus
 Algebra Final Examination
 Math 310 Exam #2
 Review of Trigonometric Functions
 Math 118 Practice test
 Precalculus Review
 Section 12
 Literal Equations
 Calculus Term Definitions
 Math 327A Exercise 2
 Public Key Algorithms II
 Maximizing Triangle Area
 Precalculus I Review for Midterm
 REVIEW OF A FIRST COURSE IN LINEAR ALGEBRA
 Math 6310 Homework 5
 Some Proofs of the Existence of Irrational Numbers
 ALGEBRAIC PROPERTIES OF MATRIX OPERATIONS
 Math 142  Chapter 2 Lecture Notes
 Math 112 syllabus
 Math 371 Problem Set
 Complex Numbers,Complex Functions and Contour Integrals
 APPLICATIONS OF LINEAR EQUATIONS
 Week 4 Math
 Fractions
 Investigating Liner Equations Using Graphing Calculator
 MATH 23 FINAL EXAM REVIEW
 Algebra 1
 PYTHAGOREAN THEOREM AND DISTANCE FORMULA
 Georgia Performance Standards Framework for Mathematics  Grade 6
 Intermediate Algebra
 Introduction to Fractions
 FACTORINGS OF QUADRATIC FUNCTIONS
 Elementary Algebra Syllabus
 Description of Mathematics
 Integration Review Solutions
 College Algebra  Applications
 A Tip Sheet on GREATEST COMMON FACTOR
 Syllabus for Elementary Algebra
 College Algebra II and Analytic Geometry
 Functions
 BASIC MATHEMATICS
 Quadratic Equations
 Language Arts, Math, Science, Social Studies, Char
 Fractions and Decimals
 ON SOLUTIONS OF LINEAR EQUATIONS
 Math 35 Practice Final
 Solving Equations
 Introduction to Symbolic Computation
 Course Syllabus for Math 935
 Fractions
 Fabulous Fractions
 Archimedean Property and Distribution of Q in R
 Algebra for Calculus
 Math112 Practice Test #2
 College Algebra and Trigonometry
 ALGEBRA 1A TASKS
 Description of Mathematics
 Simplifying Expressions
 Imaginary and Complex Numbers
 Building and Teaching a Math Enhancement
 Math Problems
 Algebra of Matrices Systems of Linear Equations
 Survey of Algebra
 Approximation of irrational numbers
 More about Quadratic Functions
 Long Division
 Algebraic Properties of Matrix Operation
 MATH 101 Intermediate Algebra
 Rational Number Project
 Departmental Syllabus for Finite Mathematics
 WRITTEN HOMEWORK ASSIGNMENT
 Description of Mathematics
 Rationalize Denominators
 Math Proficiency Placement Exam
 linear Equations
 Description of Mathematics & Statistics
 Systems of Linear Equations
 Algebraic Thinking
 Study Sheets  Decimals
 An Overview of Babylonian Mathematics
 Mathematics 115  College Algebra
 Complex Numbers,Complex Functions and Contour Integrals
 Growing Circles
 Algebra II Course Curriculum
 The Natural Logarithmic Function: Integration
 Rational Expressions
 QUANTITATIVE METHODS
 Basic Facts about Rational Funct
 Statistics
 MAT 1033 FINAL WORKSHOP REVIEW
 Measurements Significant figures
 PreCalculus 1
 Compositions and Inverses of Functions
Description of Mathematics
Degrees Offered
• B.S. and Minor in Applied Mathematics
• B.A., B.S., and Minor in Mathematics
• B.A. and B.S. in Mathematics, Secondary Education
• M.S. in Mathematics (See the BSU Graduate Catalog.)
• M.S. in Mathematics Education (See the BSU Graduate Catalog.)
Department Statement
Mathematics is concerned with abstraction, precision,
patterns, and problemsolving
and is a theoretical discipline with a wide array of applications.
The requirements for majoring in Applied Mathematics and Mathematics
degrees are more flexible; they require a certain amount of breadth in
mathematical preparation but allow a student to choose which area or areas
of mathematics to study in more depth.
The Mathematics, Secondary Education degree prepares
students to teach
mathematics at the junior high or senior high school level. It combines a
broad background in mathematics with a firm foundation in educational
theory and methodology.
Degree Requirements
Applied Mathematics Bachelor of Science 

Course Number and Title  Credits 
ENGL 101102 Introduction to College Writing and Research  6 
Area I — see page 44 for list of approved
courses Area I core course in one field Area I core course in a second field Area I core course in a third field Area I core course in any field 
3 3 3 3 
Area II — see page 44 for list of approved
courses Area II core course in one field Area II core course in a second field Area II core course in a third field Area II core course in any field 
3 3 3 3 
Area III — see page 45 for list of approved
courses MATH 170 Calculus I MATH 175 Calculus II Area III core course in a lab science 
4 4 4 
One of the following: COMPSCI 115 Introduction to C COMPSCI 117 Introduction to C++ COMPSCI 119 Introduction to JAVA COMPSCI 125 Introduction to Computer Science I 
25 
Applied Mathematics  
One of the following sequences: BIOL 191192 General Biology I and II CHEM 111, 111L112, 112L General Chemistry I & II with Labs COMPSCI 225 Introduction to Computer Science II AND COMPSCI 342 Data Structures and Algorithms ECON 201 Principles of Macroeconomics AND ECON 202 Principles of Microeconomics ENGR 210 Engineering Statics AND ENGR 220 Engineering Dynamics GEOS 100 Fundamentals of Geology AND GEOS 200 Evolution of Western North America OR GEOS 212 Water in the West OR GEOPH 201 Seeing the Unseen: an Introduction to Geophysics PHYS 211, 211L212, 212L Physics I & II with Calculus and Labs 
610 
MATH 187 Discrete and Foundational Mathematics I MATH 275 Multivariable and Vector Calculus MATH 301 Introduction to Linear Algebra MATH 314 Foundations of Analysis MATH 333 Differential Equations with Matrix Theory MATH 361 Probability and Statistics I MATH 365 Introduction To Computational Mathematics MATH 465 Numerical Analysis I MATH 488 Senior Outcome Assessment 
4 4 3 3 4 3 3 3 0 
2 of the following, with at least 1 at the
400level: MATH 305 Abstract Algebra I MATH 306 Number Theory MATH 307 Cryptology I MATH 308 Cryptology II MATH 387 Discrete and Foundational Mathematics II MATH 403 Advanced Linear Algebra MATH 426 Complex Variables MATH 433 Ordinary Differential Equations MATH 436 Partial Differential Equations MATH 462 Probability and Statistics II MATH 471 Data Analysis MATH 480 Senior Project 
69 
Upperdivision electives to total 40 credits  1215 
Electives to total 128 credits  2333 
Total  128 
Mathematics Bachelor of Arts or Bachelor of Science 

Course Number and Title  Credits 
Area I — see page 44 for list of approved
courses Area I core course in one field Area I core course in a second field Area I core course in a third field Area I core course in any field (B.A. must complete 3 credits of Area I core literature 
3 3 3 3 
Area II — see page 44 for list of approved
courses Area II core course in one field Area II core course in a second field Area II core course in a third field Area II core course in any field (B.A. must complete 3 credits of Area II core history) 
3 3 3 3 
Area III MATH 170 Calculus I At least 8 credits chosen from the following: BIOL 191192 General Biology I and II CHEM 111, 111L112, 112L General Chemistry I & II with Labs PHYS 211, 211L212, 212L Physics I & II with Calculus and Labs 
4 810 
Mathematics  
One of the following: COMPSCI 115 Introduction to C COMPSCI 117 Introduction to C++ COMPSCI 119 Introduction to JAVA COMPSCI 125 Introduction to Computer Science I 
25 
MATH 175 Calculus II MATH 187 Discrete and Foundational Mathematics I MATH 275 Multivariable and Vector Calculus MATH 301 Introduction to Linear Algebra OR MATH 403 Advanced Linear Algebra MATH 314 Foundations of Analysis MATH 361 Probability and Statistics I MATH 488 Senior Outcome Assessment 
4 4 4 3 3 3 0 
5 of the following, with 2 at the 400level MATH 305 Abstract Algebra I MATH 306 Number Theory MATH 307 Cryptology I MATH 308 Cryptology II MATH 311 Foundations of Geometry MATH 333 Differential Equations with Matrix Theory MATH 387 Discrete and Foundational Mathematics II MATH 403 Advanced Linear Algebra MATH 405 Abstract Algebra MATH 411 Introduction to Topology MATH 414 Advanced Calculus MATH 426 Complex Variables MATH 433 Ordinary Differential Equations MATH 436 Partial Differential Equations MATH 462 Probability and Statistics II MATH 465 Numerical Analysis I 
1520 
Upperdivision electives to total 40 credits  1116 
Electives to total 128 credits  2237 
Total  128 
The Mathematics, Secondary Education program combines
content
knowledge, theories of learning and human development, study of
curriculum, and methodology, to help students develop the knowledge,
skills and dispositions essential for success in secondary school teaching.
The program is grounded in the conceptual framework of the professional
educator. Professional educators integrate complex roles and dispositions in
the service of diverse communities of learners, use effective approaches that
promote high levels of student achievement, and create environments that
prepare learners to be citizens who contribute to a complex world. Candidates
who complete this program have demonstrated evidence of meeting the Idaho
Beginning Teacher Standards and are eligible for recommendation for state
certification.
Students wishing to pursue this degree must meet the
requirements and
standards for admission to teacher education, which are described fully under
the Department of Curriculum, Instruction, Students must meet all knowledge,
skill, and
disposition requirements to remain in the program.