First-Order Homogeneous Ode
WHAT IS A FIRST-ORDER HOMOGENEOUS ODE? Now any differential equation with is a first-order ODE. This type of equation does not have…
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WHAT IS A FIRST-ORDER HOMOGENEOUS ODE? Now any differential equation with is a first-order ODE. This type of equation does not have…
Let’s say I have a matrix And I want to find out the inverse of this matrix. Now, to get…
EXAMPLE 1 According to Stroud and Booth (2013)* “If express in its simplest form SOLUTION Here the given function is And,…
Suppose and are the parametric equations of a curve. Then the area bounded by the curve, the -axis and the ordinates and will be…
Suppose is the equation of any curve. So here are the first two formulas. EQUATIONS OF THE TANGENT AND THE NORMAL…
Suppose is the equation of a curve. Then the root mean square (rms) value of the function between ad will be Now I’ll…
Let’s suppose is the equation of any curve. Then the length of the curve between and is EXAMPLE 1 According to Stroud and…
Non-homogeneous Poisson process model (NHPP) represents the number of failures experienced up to time t is a non-homogeneous Poisson process {N(t), t…
The poisson process is one of the most important and widely used processes in probability theory. It is widely used to model…
The previous two articles introduced two Continuous Distributions: Uniform and Exponential. This article covers the Normal Probability Distribution, also a Continuous distribution, which…
The previous article covered the basics of Probability Distributions and talked about the Uniform Probability Distribution. This article covers the Exponential…
1. Discrete Probability Distribution – If the probabilities are defined on a discrete random variable, one which can only take a discrete…