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Introduction The concept of selection and arrangement of things is very important in business mathematics. Often we are presented with certain problems, the solution of which requires the concept of permutation and combination. In simple terms, permutation and combination can be defined as some particular ways of representing a group of objects through selecting the […]

There are a lot of math concepts that can seem daunting to students, but combinations are one of the simplest and most important. In this article, we will discuss the combination formula and the basics of combinations for CPT and BCA and how you can make the most out of them in your studies. We

There is a probability of originating a procedure for the nth phrase in this specific area.  For example, in an arithmetic progression (A.P.) the progressions -3, 1, 5, 9 is derived where each quantity is attained by adding 4 to its previous phrase. In this progression, nth term = 4n-3. The subsequent values can be

In this blog post, we will be discussing how to find the area of a triangle using determinants. We will be providing a step-by-step guide on how to do so, as well as providing a diagrammatic representation of statistical data. We hope that you find this information helpful! How To Find the Area Of a

Introduction The Archimedean property is a trait shared by several algebraic structures, such as ordered or normed groups and fields, and is named after the ancient Greek mathematician Archimedes of Syracuse. The condition asserts that if two positive integers x and y are supplied, there is an integer n such that nx > y. It

Differential calculus is one of the most fundamental branches of mathematics. It has a vast number of applications in the real world, from physics to engineering to statistics. In this blog post, we will discuss some of the most common applications of differential calculus. We will also look at some diagrams that represent statistical data,

The derivative can be defined as the rate of change of one variable with reference to another. The derivative, in terms of functions, can be expressed as dy/dx = f(x) = y’. Various Applications of derivatives in the field of mathematics are: To find increasing and decreasing functions To find equations of tangent and normal

Introduction Here we have a curve we are denoting by y=f(x). Now if we are asked to find the area under the curve or more precisely the area under the curve and above the X-Axis, which in essence boils down to the area between two fixed boundaries, x=a and x=b. Now one way to go

In economics, the marginal cost is the change in total production cost that comes from growing or making an additional unit. In other references or contexts, they refer to Marginal cost as producing an additional quantity or an increase of a unit of output. The marginal cost of manufacturing an automobile will include the cost

Introduction For the purpose of meeting financial obligations, an annuity can be defined as a series of space-out and equal payments, paid by a specific party to another party over an extended time period. When a person deals with annuities, an annuity payment is defined as the amount for each monthly installment paid equally. If