Explanation
An irrational exponent is an exponent that is not a whole number, such as fractions or roots.
Examples:
x¹ᐟ² = √x
x³ᐟ² = √(x³)
Rule:
xᵐ⁄ⁿ = ⁿ√(xᵐ)
These exponents connect exponents and radicals.
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Composition of Functions
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Arithmetic and Geometric Progressions
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Transformation of Functions
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Graphing Functions
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Equivalence Relation
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Reflexive Relation
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Cartesian Coordinate System
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Arithmetic Sequence
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Transformation Matrix
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Vector Algebra
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Scalar Product
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Polynomials
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Factorization of Algebraic Expressions
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Factorization of Quadratic Equations
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Factor Polynomials
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Exponents and Exponential Functions
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Exponential Functions
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Irrational Exponents
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Operations on Exponential Terms
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Surds
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Square and Square Root
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Rationalization
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Rationalize the Denominator
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Quadratic Equations
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Graphing Quadratic Functions
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Complex Numbers
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Data Handling
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Permutation and Combination Lesson
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Sets
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Introduction to Logarithms
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Properties of Logarithms
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Logarithmic Functions
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Conic Sections
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