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👉 The term "continuer" in French is "continuer". It means to continue or persist.

continuer

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👉 In mathematics, a "continuer" is an object or function that can be continuously defined and evaluated. It is often used in analysis and calculus to model functions that satisfy certain properties such as differentiability, continuity, or integrability. Continuers are important because they allow us to define the derivative of a function by first defining its limit (the value at infinity), then using this limit to evaluate the function's derivative. This approach is crucial in understanding the behavior of continuous functions and their derivatives.

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