👉 In mathematics, an "inevasibility" is a property of a function or relation that implies its non-differentiable at some point. In other words, if a function or relation fails to be differentiable at a particular point, it means that there exists another point where the derivative does not exist (i.e., the value of the derivative does not equal zero). This is often referred to as "inevasibility" in mathematics and calculus. An example of an inevasible function is
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What is the definition of Inevasible? 🙋
👉 In mathematics, an "inevitable" or "indefinitely" quantity is a quantity that cannot be determined with certainty in terms of its cause and effect. In other words, it can only be determined to some extent by the laws of nature, but not to any greater extent. For example, if you are trying to determine how much sugar is in a cup of coffee, you would need to know the mass of the coffee beans (which we cannot predict) and the volume of the
