Pronunciation: [ɪmpˈɑː] (IPA) 
The word "impar" is spelled with the letters I-M-P-A-R, but the pronunciation can be a bit tricky. In IPA phonetic transcription, it is pronounced as /ɪmˈpɑːr/. The stress is on the second syllable, which is pronounced as "paar." The "i" is pronounced as "ih," similar to the "i" in "lid." The "a" is pronounced as "ah," like in the word "father." The final "r" is silent, making this a two-syllable word.
Impar is an adjective that derives from the Latin word "imparis," meaning unequal or odd. In contemporary usage, it typically refers to something that is not divisible by two, or does not possess an even or equal property.
When used in mathematics, impar describes an odd number, which cannot be divided by two evenly or has a remainder of one when divided by two. For instance, the numbers 3, 7, and 11 are considered impar as they cannot be evenly divided by two.
Beyond mathematics, impar can also pertain to items or objects that lack symmetry or an equal counterpart. In this sense, it often refers to irregular or asymmetrical shapes, patterns, or structures. For example, a vase might be described as impar if it does not possess equal sides or if its design does not exhibit a mirrored quality.
Impar can also be used to describe a person or organization that is atypical or unconventional. It suggests that the individual or group deviates from the norm or does not conform to established patterns or expectations. In this context, impar often conveys uniqueness or distinctiveness.
Overall, impar encompasses the notions of unevenness, oddness, asymmetry, nonuniformity, and unconventionality. Its varied applications in different fields demonstrate its versatility as a descriptive term.
Unpaired, azygous.
A practical medical dictionary. By Stedman, Thomas Lathrop. Published 1920.
The word "impar" has Latin origins. It comes from the Latin word "impar" which means "unequal" or "odd". It is derived from the prefix "im-" meaning "not" and the word "par" meaning "equal". In English, it is often used in the context of describing a card game where one player has an odd number of cards or when something is not divisible by two.
