It is necessary to understand how giraffes could have evolved. We came up with Darwin's theory, Lamarckism, And so forth. However, in a manuscript, I classified the species of Giraffa Camelopardalis in light of the heights as an Arbitrary principle. Nevertheless, I wrote a paper on classifying Giraffa Camelopardalis species using heights as the Reference point. It highlights the evolution of the giraffe posture in light of two characteristics of its postures, namely Ephemeral diversity and perpetual diversity. Our theory is (...) based on the concept of provisional height and perpetual height Groups of giraffes. Why do giraffes have a long neck? Why do not there be shorter ones? Could also be the question; Are There are many groups of giraffes? The origin of the initial height or perpetual height? In Lamarck's discussion of heredity, he gave an imaginary example of how a giraffe stretching its neck to browse leaves high in a tree gradually strengthens and Grows a longer neck as a consequence. The non-empirical approach of the theory manifests the following hypothetical testimony: Giraffe posture is a functional function of ephemeral and perpetual diversity. (shrink)

In this perspective paper, I tried to explain that what will be the possible prospect of multiple functions in one and another through the chain rule of differentiation? The chain rule is a formula to compute the derivative of the functional composition of two or more functions. The chain rule provides us a technique for finding the derivative of composite functions, with the number of functions that make up the composition determining how many differentiation steps are necessary. The chain rule (...) in that what changes I noted, how it can be modified to reduce the differentiation process of multiple functions in one and another and implementing that process in the inverse of multiple functions in one and another, further proceedings them through the chain rule of differentiation with all prospects. Here I claim that the differentiation’s chain rule is not changed but the sequences of finding the derivative of multiple functions are changed. (shrink)

In this paper titled 'The Intersect Point Theorem,' I had performed many mathematical operations on a figure formed by three non-collinear points called a triangle. In this paper Using a concept, when two lines intersect at a common point on one of the segments of the triangle, then their cause is defined. I had tried to keep my work in the ordinary language Of Geometry. All these principles keep me researching various geometrical concepts throughout the year.