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This method was given by Leonhard Euler. Euler’s method is the first order numerical method for solving ordinary differential equations with given initial value.
Simpson’s rules are very useful in numerical integration to evaluate such integrals.
Moments are the statistical tools used to describe the characteristics of a distribution. moments are the arithmetic means of first, second, third and fourth.
Taylor’s series is considered as an expansion of a function into an infinite sum of terms.
A function is said to be analytic function at a point z0 if f is differentiable not only at z0 but an every point of some neighborhoods at z0.
Simpson’s rules are very useful in numerical integration to evaluate such integrals. Here we will understand the concept of Simpson’s rule.
The t-distribution, which is also known as the student’s t-distribution, is the continuous probability distribution. It looks like a normal distribution.
We can lend or borrow money from one entity to another. The price to be paid for the use of a certain amount of money for a certain period of time is known as interest.
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’)
An equation consisting of a differential coefficient is called a differential equation.
Every square matrix satisfies its characteristic equation, that means for every square matrix of order n,
A symmetric matrix is a square matrix that is equal to its transpose