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An equation consisting of a differential coefficient is called a differential equation.

An exact differential equation is formed by differentiating its solution directly without any other process,Is called an exact differential equation if it satisfies the following condition-

The rule of L'Hospital's was given by  Guillaume de l'Hôpital. The technique discussed in this method is used to evaluate indeterminate forms. suppose we have two functions f(x) and g(x) and both are zero at x = a, then the fraction f(a)/ g(a) is called the indeterminate form 0/0.

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When one task is to be assigned to one person in such a way that the total person hours are minimized, then this kind of problem is known as assignment problem.

An annuity is a sequence of equal payment or a sequence of regular payment at regular intervals or in other words.

In the narrow sense of the term, the theory of function of a complex variable is the theory of analytic functions (cf. Analytic function) of one or several complex variables.

The concept of probability distribution gives the idea about the probabilities of any random experiment.

An exact differential equation is formed by differentiating its solution directly without any other process,Is called an exact differential equation if it satisfies the following condition-

Moments are the statistical tools used to describe the characteristics of a distribution. moments are the arithmetic means of first, second, third and fourth.

the correction between these n pairs of rank is called the rank correlation in the characteristics A and B for that group of individuals.

An equation consisting of a differential coefficient is called a differential equation.

A distribution is said to be a binomial distribution if the following conditions are met. 1. Each trial has a binary outcome (One of the two outcomes is labeled a ‘success’)