Names of operands of arithmetic operations

Posted by Michał ‘mina86’ Nazarewicz on 2nd of May 2021

Every now and again I need a specific name for operands or results of various arithmetic operations. It usually takes me embarrassingly long time to look that information up. To save time in the future, here’s the list: $$ \begin{align} \left. \begin{matrix} \text{augend} + \text{addend†} \\ \text{summand} + \text{summand} \\ \text{term} + \text{term} \end{matrix} \right\} & = \text{sum} \\[.5em] \left. \begin{matrix} \text{minuend} - \text{subtrahend} \\ \text{term} - \text{term} \end{matrix} \right\} & = \text{difference} \\[.5em] \left. \begin{matrix} \text{multiplier} × \text{multiplicand} \\ \text{factor} × \text{factor} \\ \end{matrix} \right\} & = \text{product} \\[.5em] \left. \begin{matrix} \text{dividend} ÷ \text{divisor} \\ {\text{numerator}\over\text{denominator}} \end{matrix} \right\} & = \left\{ \begin{matrix} \text{ratio} \\ \text{fraction} \\ \text{quotient‡} + \text{remainder} \end{matrix} \right. \\[.5em] \text{base}^{\text{exponent}} & = \text{power} \\[.5em] \sqrt[\text{degree}]{\text{radicand}} & = \text{root} \\[.5em] \log_\text{base}(\text{anti-logarithm}) & = \text{logarithm} \end{align} $$

† Occasionally used to mean any operand of addition.
‡ Occasionally used to mean the fraction itself rather than just the integer part.

List in big part thanks to Wikipedia.