A Maclaurin series is a special case of Taylor series. The Taylor’s series is an expansion of a particular function about a point ‘a’.
The concept of probability distributions gives the idea about the probabilities of any random experiment. let's know more about probability distributions.
An equation consisting differential co-efficient is called a differential equation. There are two types of differential equations.
The differential equations having function of the same degree are said to be homogeneous differential equations.
A partial derivative of a function of several variables is an ordinary derivative with respect to one of the variables when all the other variables remain constant.
Fourier series which is now used in various problems related to vibrations and heat transfer (Heat equation, which is a type of partial differential equation).
The probability of an event X, such that event Y has already happened, is called conditional probability
The t-distribution, which is also known as the student’s t-distribution, is the continuous probability distribution. It looks like a normal distribution.
Numerical integration is the method to calculate the approximate value of the integral by using numerical techniques.
Before studying about permutation and combination, we will have to know about factorial.The product of the positive integers from 1 to n is denoted by n! And we read it as “factorial “
Basically correlation is the measurement of the strength of a linear relationship between two variables say x and y.
The integration of a function of a complex variable along an open or close curve in the plane of the complex variables is known as complex integration. Cauchy's integral theorem is the part of complex integration.
Simpson’s rules are very useful in numerical integration to evaluate such integrals. Here we will understand the concept of Simpson’s rule.
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.
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.