This article focuses on discussing in detail the proof of why the square of an odd integer is always an odd number. Odd Number:A number… Read More

# Category Archives: Engineering Mathematics

In this article, we shall look at some very basic ideas about the Real Analysis, i.e. the study of the structure of Real Number System.… Read More

In this article, we will discuss the overview of layman’s terms, Murphy’s law, and then we will mainly focus on proof and explanations and will… Read More

In this article, we will discuss the overview of Chebyshev’s inequality algorithm, and will cover the Understanding Chebyshev’s inequality with an example. Pre-requisite is to… Read More

Student’s t-test or t-test is the statistical method used to determine if there is a difference between the means of two samples. The test is… Read More

In this article, we will discuss the overview of the Markov theorem and also will discuss the expression of the Markov theorem, and finally concluded with an… Read More

Set : Set is a collection of well-defined objects or elements. A set is represented by a capital letter. The number of elements in the finite… Read More

To Prove : The order of every element of a finite group is finite and is less than or equal to the order of the group. … Read More

As we all know about the topic of complex numbers, we are familiar with the term iota (i), where i = √(-1). A question arises… Read More

To Prove :Every subgroup of a cyclic group is cyclic. Cyclic Group :It is a group generated by a single element, and that element is… Read More

When we flip two fair coins simultaneously. Intuitively, the way one coin lands does not affect the way the other coin lands. The mathematical concept… Read More

Order of Permutation-: For a given permutation P if Pn= I (identity permutation) , then n is the order of permutation. Let a permutation and… Read More

The Latex command to put the border (box) around an equation is as \fbox or \boxed Description : \boxed command draws a box around argument.… Read More

Let the set G on which a binary operation o is defined from a group (G , o). G is a group if it satisfies… Read More

Group : It is a set equipped with a binary operation that combines any two elements to form a third element in such a way that… Read More