Definitions
inversible
- Describing a mathematical function that can be reversed or undone. - Referring to a process or action that can be undone or reversed. - Talking about a situation or condition that can be changed or reversed.
- Describing a mathematical matrix that has an inverse matrix. - Referring to a function that has a unique inverse function. - Talking about a process or action that can be reversed or undone.
List of Similarities
- 1Both words are used in mathematics and describe something that can be reversed or undone.
- 2Both words refer to a process or action that can be reversed or undone.
- 3Both words have the same root word 'invert', which means to reverse or turn upside down.
What is the difference?
- 1Usage: Invertible is more commonly used in mathematics than inversible.
- 2Specificity: Invertible is more specific and refers to a mathematical matrix or function that has a unique inverse, while inversible can refer to any process or action that can be reversed.
- 3Form: Invertible is an adjective used to describe a specific object, while inversible can be used as an adjective or a noun to describe a process or action.
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Remember this!
Invertible and inversible are synonyms that describe something that can be reversed or undone. However, invertible is more specific and is used in mathematics to describe a matrix or function that has a unique inverse, while inversible can refer to any process or action that can be reversed.
