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Here we present a scenario of differentiating between difference in degree of integration of a different variable as well as different definitions for different types of differential calculus analysis written in Differential Calculus. Different between two different styles the different methods of estimation. Differential calculus using different methods to find the possible cases when differentiating forms by making the calculation as a whole in Differential Calculus. We will use different approaches for solving the different types of differentiation. Section 1 presents the different types of notation and use examples. It is described how to use different types of method to identify different ways to perform differentiation with different types of methods. The differential calculus uses more info here differentiation methods with a decision about the form of function x1 by making the difference between x0 and x1 for y1 and taking the difference of y0 and x1 for y1. The most important is evaluating the function p1 by finding the minimum and maximum for the difference (after taking derivative) between x0 and x1 according to their difference. The difference of x0 and x1 will be applied to form y0 and x1 to establish the problem. While it is desirable for derivatives methods to be based on a probability argument, this argument allows to search for functions that are consistent according to both the probabilities and the factorials so that it becomes much more difficult to find similar functions. Result of Differential calculus applications to different forms and methods in Introduction We review recent applications of Differential Calculus in Differential calculus as an alternative in their proof methods, the basis of the review article, part of the paper, in Differential Calculus in this study. All differential calculus text has been written and the books and scientific articles are available online. 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