The term "indeterminate" refers to something that is not clearly defined or has no specific limit. In mathematics, it often describes expressions that do not have a unique value, such as 0/0 or ∞ - ∞. These situations require further analysis to determine a meaningful result. In other contexts, "indeterminate" can describe situations or conditions that are uncertain or ambiguous. For example, in biology, an indeterminate growth pattern means an organism continues to grow throughout its life, unlike those with a fixed size. This concept can apply to various fields, including philosophy and law, where outcomes may not be easily predictable.