Derivative
volume
British pronunciation/dɪɹˈɪvətˌɪv/
American pronunciation/dɝˈɪvətɪv/, /dɝˈɪvɪtɪv/

Визначення та Значення "derivative"

Derivative
01

дериват

the rate at which a function changes with respect to its independent variable, representing the slope of the tangent line to the function's graph
Wiki
02

дериват

(in linguistics) a word that is developed from another word or base

What is a "derivative"?

A derivative is a word formed from an existing word by adding an affix or making changes that result in a new meaning or part of speech. This process often involves the addition of prefixes or suffixes to the base or root word. For example, the noun "happy" can be transformed into the adjective "unhappy" by adding the prefix "un-", or into the noun "happiness" by adding the suffix "-ness". Derivatives expand the vocabulary of a language and allow for the expression of different concepts and grammatical categories, enhancing communication by providing various forms and meanings related to a root word.

03

дериват

a financial instrument whose value is based on another security
04

дериват

a compound obtained from, or regarded as derived from, another compound
01

formed from an idea that is a slight or full copy of something else

example
Приклад
examples
Finding the derivative of a distance function results in the instantaneous speed function, representing the speed of an object at a specific moment.
The derivative of a revenue function provides the marginal revenue, indicating the additional revenue gained from selling one more unit.
In economics, the elasticity of a demand function is determined by finding the derivative with respect to price.
Calculating the derivative of a position function yields the velocity function, describing the rate of change of position with respect to time.
The chain rule allows finding the derivative of composite functions, crucial for analyzing complex mathematical expressions.
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