In a set of numbers, which term describes the lowest value?

The term that describes the lowest value in a set of numbers is referred to as the minimum. In statistics, the minimum is defined as the smallest number in a given data set. It provides a benchmark for understanding the lower limit of the data, allowing for comparisons with other values such as the median or mode.

The median, on the other hand, is the middle value of a data set when arranged in ascending or descending order and does not indicate the lowest value. The mode represents the most frequently occurring number in a data set and also does not have a direct relationship with identifying the lowest value. The maximum defines the highest value in the set, clearly contrasting with the concept of the minimum. Thus, minimum is the appropriate term for the lowest value in a collection of numbers.