"Divisor" is a noun.
/dib.iˈsoɾ/
In the context of mathematics and polytechnical domains, "divisor" refers to a number by which another number is divided. For example, in the division operation (a ÷ b), (b) is the divisor.
In Spanish, "divisor" can be used in expressions involving divisibility and factorization, such as discussing numbers and their properties. The term is relatively common in both written and oral contexts, especially in academic, educational, and technical discussions.
"Divisor" is frequently used in mathematics education, textbooks, and polytechnical literature. It tends to appear more often in written contexts due to its technical nature.
The number 10 is a divisor of 50.
Para resolver la ecuación, primero debemos identificar el divisor.
To solve the equation, we first need to identify the divisor.
Un buen ejercicio es encontrar todos los divisores de un número dado.
"Divisor" is not commonly found in idiomatic expressions; however, it is used primarily in mathematical contexts. Below are some contextual usages that embody the concept of divisibility:
A large divisor reduces the difficulty of the calculation.
Los números primos solo tienen dos divisores: 1 y sí mismos.
Prime numbers only have two divisors: 1 and themselves.
Al encontrar el máximo común divisor, simplificamos largas divisiones.
The word "divisor" originates from the Latin term "divisor," which itself comes from the verb "dividere," meaning "to divide." This Latin root reflects the function and concept of division, which the term retains in modern languages.
Synonyms: - Factor (in some contexts) - Dividendo (in the context of division)
Antonyms: - Multiplicador (Multiplier)
In summary, "divisor" is an essential concept in mathematics, indicating the nature of division and its properties. It is predominantly used in technical and educational contexts, often appearing in discussions about number theory and arithmetic.