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Definition of a Quadratic Polynomial

Description

Coming soon...

\[\htmlClass{sdt-0000000120}{f(x)} = \htmlClass{sdt-0000000121}{a} \cdot \htmlClass{sdt-0000000003}{x}^{2} + \htmlClass{sdt-0000000033}{b} \cdot \htmlClass{sdt-0000000003}{x} + \htmlClass{sdt-0000000004}{c}\]

Symbols Used:

This is a symbol for any generic variable. It can hold any value, whether that be an integer or a real number, or a complex number, or a matrix etc.

\( c \)

This is a symbol for any tertiary generic constant. It can hold any numerical value

\( b \)

This is a symbol for any secondary generic constant. It can hold any numerical value

\( f(x) \)

The symbol represents a function named \(f\) applied to an input \(\htmlClass{sdt-0000000003}{x}\), producing an output based on a specific rule or relationship.

\( a \)

This is a symbol for any generic constant. It can hold any numerical value

Derivation

By definition...

Example

Coming soon...