Rational Function

Definition Rational Function is A function that is the ratio of 2 polynomials. It is Rational because one polynomial is divided by the other polynomial, like a ratio. (Note: the denominator cannot be zero.) Examples Learn More FOIL Method Counting Numbers Difference Multiplicative Inverse Definitions Index

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Math Definitions

Here are some easy-to-understand definitions of mathematics terms, with links to further reading. Basic Basic Math Definitions Difference FOIL Method Expanded Notation Equality & Inequality Equal, Greater, or Less Than Fractions is … Fractions Simplest Form of Fractions Improper Fractions Mixed Fractions Equivalent Fractions Least Common Denominator Rational Function Inverse is … Inverse Operation Additive … Continue reading "Math Definitions"

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Concentric Circles

In geometry, 2 or more objects are said to be concentric, coaxial, or coaxal when they share the same axis or center. Circles, regular polygons, regular polyhedra, spheres, and cylinders may be concentric to one another (sharing the same center point). Definition of Concentric Circles Concentric Circles are 2 or more circles which have same center point. They fit inside each … Continue reading "Concentric Circles"

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