The simplex method is one of the most powerful and popular linear programming methods. The simplex …
Overview(Maxima and minima)- A function f(x) is said to be maximum at x = a if …
Sample space: Set of all possible outcomes of a random experiment is known as sample space and we denote it by S, and the
Pigeonhole principle-If n pigeonholes are occupied by n + 1 or more pigeons, then at least one pigeonhole is occupied by more than one pigeon.
Matrices have a wide range of applications in various disciplines such as chemistry, Biology, Engineering, Statistics, economics, etc.
Graph theory is intimately related to many branches of mathematics. It is widely applied in subjects like, Computer Technology, Communication Science, Electrical Engineering, Physics, Architecture, Operations Research, Economics, Sociology, Genetics, etc. In the earlier stages it was called slum Topology. It also has uses in social sciences, chemical sciences, information retrieval systems, linguistics even in economics also.
A non-empty set R, equipped with two binary operations, called addition (+) and multiplication (.) is …
In calculus, the definite and indefinite integrals are the types of integration used to integrate the functions. The function can be exponential, power, logarithmic, constant, polynomial, or linear. These types of integral are used frequently to determine the area under the curve.
The simplex method is one of the most powerful and popular linear programming methods. The simplex …
Overview(Maxima and minima)- A function f(x) is said to be maximum at x = a if …
Sample space: Set of all possible outcomes of a random experiment is known as sample space and we denote it by S, and the
Pigeonhole principle-If n pigeonholes are occupied by n + 1 or more pigeons, then at least one pigeonhole is occupied by more than one pigeon.
Matrices have a wide range of applications in various disciplines such as chemistry, Biology, Engineering, Statistics, economics, etc.
Graph theory is intimately related to many branches of mathematics. It is widely applied in subjects like, Computer Technology, Communication Science, Electrical Engineering, Physics, Architecture, Operations Research, Economics, Sociology, Genetics, etc. In the earlier stages it was called slum Topology. It also has uses in social sciences, chemical sciences, information retrieval systems, linguistics even in economics also.
A non-empty set R, equipped with two binary operations, called addition (+) and multiplication (.) is …
In calculus, the definite and indefinite integrals are the types of integration used to integrate the functions. The function can be exponential, power, logarithmic, constant, polynomial, or linear. These types of integral are used frequently to determine the area under the curve.
The simplex method is one of the most powerful and popular linear programming methods. The simplex …
Overview(Maxima and minima)- A function f(x) is said to be maximum at x = a if …
Sample space: Set of all possible outcomes of a random experiment is known as sample space and we denote it by S, and the
Pigeonhole principle-If n pigeonholes are occupied by n + 1 or more pigeons, then at least one pigeonhole is occupied by more than one pigeon.
The t-distribution, which is also known as the student’s t-distribution, is the continuous probability distribution. It looks like a normal distribution.
Successive differentiation is the process in which we can differentiate the function successively multiple times and the derivative we find is called the successive derivative.
Taylor’s series is considered as an expansion of a function into an infinite sum of terms.
Let X and Y are two sets. A relation f from X to Y is said to be a function if for every x ∈ X there is a unique element y ∈ Y, such that (x, y) ∈ X
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.
The differential equations having function of the same degree are said to be homogeneous differential equations.
Sequencing problems deals with the selection of an optimum order for the number of jobs to be performed with a finite number of facilities.
The method of variation of parameters is the general method which we use to find out a particular solution of a differential equation by replacing the constants in the solution of the homogeneous differential equation by functions and evaluating these functions so that the original DE will be satisfied.
Overview (sequence and series) A function f : N , where S is a non-empty set …