noun a part or quantity that is left after the greater part has been used, removed, or destroyed
In mathematics, the remainder is the amount left over when one number is divided by another. It is often denoted by the symbol '%'.
In real estate, the remainder may refer to the remaining lease term or the portion of a property that has not been sold or developed.
In education, the remainder can be used in division problems to teach students about fractions and decimals.
In computer science, the remainder is used in modular arithmetic and is calculated using the modulo operator.
In accounting, the remainder refers to the balance left in an account after all debits and credits have been accounted for.
In writing, 'remainder' can refer to the remaining part of a division or the leftover amount after subtracting a certain value. It is commonly used in mathematical contexts within articles or books.
Psychologists may use the term 'remainder' when discussing cognitive processes or memory retention, referring to the information that is retained or leftover after initial processing.
Accountants use 'remainder' when balancing financial statements, referring to the amount left over after all expenses and incomes have been accounted for.
Engineers may use 'remainder' in calculations or designs, referring to the leftover material or resources after a project is completed or a process is carried out.
In statistics, 'remainder' can refer to the residual or error term in a regression analysis, representing the difference between the observed and predicted values.
Educators may use 'remainder' when teaching division or fractions, helping students understand the concept of what is left over after a division operation.
Scientists may use 'remainder' when analyzing data or conducting experiments, referring to the unexplained or unaccounted for part of a phenomenon.
In architecture, 'remainder' can refer to the unused or leftover space in a building design, or the extra materials after construction is completed.