Derivable Meaning: Definition, Examples, and Translations
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derivable
[dɪˈrɪvəbl ]
Definitions
mathematics
Capable of being derived or deduced.
Synonyms
deducible, inferrable, obtainable.
Which Synonym Should You Choose?
Word | Description / Examples |
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derivable |
Similar to 'derivable', it is often used interchangeably. Typically this form is less common but acceptable in the same situations where 'derivable' fits.
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deducible |
This word is useful when discussing something that can be logically inferred or concluded based on available information or premises. Often used in logic and reasoning contexts.
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inferrable |
Choose this word when something can be inferred or concluded based on evidence or reasoning. It is similar to 'deducible' but often used in daily language.
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obtainable |
This word works best when you are talking about something that can be physically acquired or achieved. Often used in practical, real-world scenarios.
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Examples of usage
- Mathematicians use derivable functions to calculate rates of change.
- The theorem is easily provable as it is derivable from basic principles.
general
Able to be obtained or acquired from a source or origin.
Synonyms
accessible, attainable, obtainable.
Which Synonym Should You Choose?
Word | Description / Examples |
---|---|
derivable |
Used mainly in academic or technical contexts to describe something that can be obtained from another source, typically through a logical or mathematical process.
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obtainable |
Used when something can be acquired or gained, often through effort or searching. It is more general than 'attainable' and 'accessible'.
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attainable |
Used when referring to a goal or condition that can be achieved or reached, often with effort.
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accessible |
Used when something can be easily reached or used, often referring to physical places or information.
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Examples of usage
- The company's success was derivable from its innovative strategies.
- The happiness she felt was derivable from her loving relationships.
Translations
To see the translation, please select a language from the options available.
Interesting Facts
Mathematics
- In calculus, derivable functions are those that have derivatives, which means they can be analyzed for rates of change.
- The concept of differentiability is crucial in understanding how functions behave and change, highlighting the importance of being derivable.
- Many mathematical theories rely on proving whether certain properties are derivable from others.
Philosophy
- Philosophers often discuss whether moral principles are derivable from logical reasoning or empirical observations.
- The idea of natural rights suggests that certain rights are derivable from human nature, influencing legal and political thought.
- In epistemology, discussions about how knowledge is derivable from experience shape theories of learning and understanding.
Science
- In science, theories can be derivable from experimental data, indicating how new knowledge evolves from existing information.
- The laws of physics often derive from fundamental principles, enabling scientists to build on established knowledge towards new discoveries.
- Research in genetics often involves understanding how certain traits are derivable from genetic information passed down from parents.
Linguistics
- In linguistics, certain words or grammatical structures are said to be derivable from root forms, which serve as the foundation for understanding language constructions.
- The study of derivational morphology explores how new words can be formed from existing ones through prefixes and suffixes.
- Language evolution shows how many modern words are derivable from ancient languages, reflecting cultural changes over time.
Origin of 'derivable'
Main points about word origin
- 'Derivable' comes from the Latin word 'derivare', meaning 'to draw off or to lead away', reflecting how something can come from another source.
- The prefix 'de-' implies a sense of removal, while 'rivere' relates to flowing water, suggesting the flow of ideas or concepts.
- The term began to appear in the English language around the 19th century, especially within academic contexts.
The word 'derivable' originates from the Latin word 'derivabilis,' which means 'that can be derived.' It entered the English language in the late 16th century. The term is commonly used in mathematics to refer to functions that can be derived or calculated. Over time, its usage has expanded to describe things that can be obtained or acquired from a particular source or origin.
See also: derivation, derivative, derive, derived.