Example and DirectionsWords (or words that have the same definition) | The definition is case sensitive | (Optional) Image to display with the definition [Not displayed in Glossary, only in pop-up on pages] | (Optional) Caption for Image | (Optional) External or Internal Link | (Optional) Source for Definition |
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(Eg. "Genetic, Hereditary, DNA ...") | (Eg. "Relating to genes or heredity") |  | The infamous double helix | https://bio.libretexts.org/ | CC-BY-SA; Delmar Larsen |
Glossary EntriesWord(s) | Definition | Image | Caption | Link | Source |
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degree of the polynomial equation | The degree of the polynomial equation is the degree of the polynomial. | | | | |
factoring | Splitting a product into factors is called factoring. | | | | |
greatest common factor | The greatest common factor (GCF) of two or more expressions is the largest expression that is a factor of all the expressions. | | | | |
polynomial equation | A polynomial equation is an equation that contains a polynomial expression. | | | | |
quadratic equation | Polynomial equations of degree two are called quadratic equations. | | | | |
zero of the function | A value of x where the function is 0, is called a zero of the function. | | | | |
Zero Product Property | The Zero Product Property says that if the product of two quantities is zero, then at least one of the quantities is zero. | | | | |
degree of the polynomial equation | The degree of the polynomial equation is the degree of the polynomial.
factoring | Splitting a product into factors is called factoring.
greatest common factor | The greatest common factor (GCF) of two or more expressions is the largest expression that is a factor of all the expressions.
polynomial equation | A polynomial equation is an equation that contains a polynomial expression.
quadratic equation | Polynomial equations of degree two are called quadratic equations.
zero of the function | A value of x where the function is 0, is called a zero of the function.
Zero Product Property | The Zero Product Property says that if the product of two quantities is zero, then at least one of the quantities is zero.