This mathematics video tutorial provides a basic introduction into addition, multiplication, exponents, and tetration. Addition can be thought of as repeat counting. Multiplication is repeat addition and exponentiation is repeat multiplication. Tetration is repeat exponentiation. This video explains how to find the value of a number raised to the super power of another number. It also explains how to find the super square root and the super cube root of a number. Math - Free Formula Sheets: _______________________________________________________________________________________________ Algebra For Beginners: Rational and Irrational Numbers: Basic Math Review: Long Division: Order of Operations: How To Evaluate Algebraic Expressions: Percentages Made Easy: Fractions - Basic Introduction: Real Numbers: Addition Properties: Multiplication Properties: Combining Like Terms: ______________________________________________________________________________________________ How To Solve Linear Equations: How To Graph Ordered Pairs: Distance Between Two Points: Finding The Slope Given Two Points: How To Graph Linear Equations: Writing Linear Equations: Linear Equations Review: ______________________________________________________________________________________________ Direct Variation - Introduction: Plotting Inequalities on a Number Line: How To Solve Linear Inequalities: Solving Absolute Value Equations: Solving Absolute Value Inequalities: Graphing Absolute Value Functions: Graphing Linear Inequalities In 2 Variables: Graphing Systems of Linear Inequalities: ______________________________________________________________________________________________ Introduction to Exponents: Simplifying Exponents: Negative Exponents: Fractional Exponents: Exponentiation and Tetration: ______________________________________________________________________________________________ Introduction to Polynomials: Adding & Multiplying Polynomials: Dividing Polynomials By Monomials: Factoring Trinomials & Polynomials: Solving Quadratic Equations By Factoring: Logarithms: