adjective not exactly known, determined, or established
In philosophy, 'indeterminate' can refer to a concept or idea that is not clearly defined or lacks a precise meaning.
In mathematics, 'indeterminate' refers to a situation where a mathematical expression or equation does not have a unique solution or outcome.
In law, 'indeterminate' can be used to describe a situation or clause that is vague or open to interpretation, leading to uncertainty in legal matters.
In engineering, 'indeterminate' is used to describe a system or structure that has more unknowns than equations, making it impossible to determine a unique solution.
In physics, 'indeterminate' may describe a measurement or result that is uncertain or imprecise due to various factors.
In writing, 'indeterminate' may refer to a character whose fate or outcome is uncertain or not clearly defined, adding suspense and intrigue to a story.
In psychology, 'indeterminate' may be used to describe a situation or test result that does not provide a clear answer or conclusion, requiring further analysis or investigation.
In mathematics, 'indeterminate' can refer to a form of mathematical expression that does not have a unique solution or value, often requiring additional information to determine a specific outcome.
In law, 'indeterminate' may be used to describe a clause or provision in a contract or agreement that lacks specificity or clarity, potentially leading to disputes or disagreements between parties.
In scientific research, 'indeterminate' can refer to experimental results or data that do not provide a definitive answer or explanation, requiring further study or replication to confirm findings.