Math for Non-Math Majors
A recursive definition is a way of defining an object in terms of itself, often used to describe sequences or functions where each term or value is based on one or more previous terms. In the context of geometric sequences, a recursive definition allows us to generate subsequent terms from the initial term by repeatedly applying a consistent multiplicative factor. This method emphasizes the relationship between terms and provides a clear framework for constructing the sequence step-by-step.
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