Ellipse: What comes to mind when you hear the word Ellipse? Isn’t it true that the first thing that springs to mind is a MATH? But one thing we do not know is the significance of the Ellipse. We all understand that an Ellipse is a basic curve. Do you know the orbit of planets,

## Baye’s Theorem – Definition, Theorem, Derivation & Examples

Baye’s Theorem – Baye’s Theorem is a mathematical formula for determining conditional probability, named after \({18^{{\rm{th}}}}\)-century British mathematician Thomas Baye’s. The possibility of an outcome occurring based on the likelihood of a preceding outcome occurring is known as conditional probability. Baye’s Theorem can be used to alter previous forecasts or theories from fresh evidence. It is

## Absolute Value – Definition, Example, Function & Properties

Absolute Value: What comes to mind when you hear the word Absolute Value? Isn’t it true that the first thing that springs up to mind is the Magnitude of a number? The absolute value solely represents the numeric value and excludes the numeric value’s sign. For example – we don’t use positive and negative integers

## Complex Numbers: Definition, Properties, Formulas and Examples

Complex Numbers: If someone asks you to find the square root of \(16,\) you would say it will be \(4\) but if you are asked the square root of \(-16,\) what will be your answer? There is no real number whose square is \(-16,\) but there exists a complex number whose square can be negative.

## Inverse Matrix – Definition, Formula, Properties & Examples

Inverse Matrix– Inverse Matrix is an important tool in the mathematical world. It is used in solving a system of linear equations. Inverse matrices are frequently used to encrypt or decrypt message codes. It is also used to explore electrical circuits, quantum mechanics, and optics. These matrices are crucial in measuring battery power outputs and

## Argument of a Complex Number – Definition, Formula & Examples

Argument of a Complex Number: The complex plane is very important in mathematics. It’s also called the Argand plane because it’s made up of two mutually perpendicular axes. The horizontal line that represents real numbers is known as the real axis. The vertical line, on the other hand, represents imaginary numbers and is referred to

## Parabola – Definition, Diagram, Properties & Applications

Parabola: What comes to mind when you hear the word PARABOLA? Isn’t it true that the first thing that springs to mind is MATHEMATICS? But one thing we don’t know is the significance of the parabola. We all understand that a parabola is a basic curve. A parabolic shape plays an important role in the

## Locus: Definition, Theorem and Examples on Locus of Points

Locus: What comes to mind when you hear the word locus? A locus is a set of points that satisfy a specific condition or situation for a shape or figure. The concept of locus is very important in the study of various geometrical shapes. The plural of locus is loci. Let’s learn about locus in

## Binomial Theorem – Definition, Properties and Examples

Binomial Theorem: The binomial theorem is the most commonly used theorem in mathematics. The binomial theorem is a technique for expanding a binomial expression raised to any finite power. It is used to solve problems in combinatorics, algebra, calculus, probability etc. It is used to compare two large numbers, to find the remainder when a

## Matrices – Definition, Representation, Properties & Applications

Matrices – Matrices are one of the most powerful tools in mathematics. Have you ever wondered how matrices are used in spreadsheet programmes for personal computers to solve systems of linear equations? What applications does it have in business and research, such as budgeting, revenue forecasting, and cost estimation? How are magnification, rotation, and reflection