College Algebra: In Simplest Terms Episode Guide
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- Episode Guide 26 episodes
Episode Guide
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Absolute Value
Uses for absolute values in equations and inequalities.
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Arithmetic Sequences and Series
Basic properties and formulas; sums of arithmetic series.
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Circles and Parabolas
Circles and parabolas: terminology and formulas.
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Complex Numbers
Complex numbers in basic functions and quadratic equations.
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Composition and Inverse Functions
Composites and inverses of functions applied to cost.
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Ellipses and Hyperbolas
Developing equations for ellipses and hyperbolas.
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Exponential Functions
Developing the equation for an exponential function.
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Exponents and Radicals
Square roots; properties and equations of rational numbers.
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Factoring Polynomials
Factoring polynomials; regrouping terms.
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Functions
Functions; developing an equation; domain and range.
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Geometric Sequences and Series
Determining the sum of geometric sequences and series.
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Inequalities
Properties of inequalities; solving inequalities.
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Introductory Program
Mathematical themes; algebra's importance.
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The Language of Algebra
The language of algebra: real numbers, axioms, theorems.
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Linear Equations
Functions of linear equations.
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Linear Equations
Solving and checking linear equations with one unknown.
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Logarithmic Functions
Logarithmic properties and functions; scientific calculator.
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Mathematical Induction
Mathematical induction; numerical patterns.
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Permutations and Combinations
Counting permutations and combinations.
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Polynomial Functions
Determining intercepts of a polynomial function.
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Probability
Probability is used in genetics, medicine, social science.
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Quadratic Equations
The quadratic formula and quadratic equations.
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Rational Functions
Rational functions: intercepts, symmetry, asymptotes.
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Systems and Equations
Solving problem systems of linear and non-linear equations.
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Systems of Linear Inequalities
Developing and graphing linear inequalities.
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Variation
Variation in previously discussed applications.
