👉 Resolutiveness is a concept in mathematics that refers to the property of a mathematical object or function being able to be accurately represented and evaluated by its own derivative. This means that if you have an equation or inequality, it can be manipulated into a form where you can evaluate its value at any point within the domain, which will give you the original value of the equation or inequality. In other words, resolutiveness allows us to manipulate equations and inequalities in such a way that we can easily determine
