## The Uses and Versatility of Squares in Geometry

In mathematics, a Square is a 2-dimensional figure having four equal sides and equal angles. It is a plane figure. All the angles of a square are equal to 90°. The square is very similar to the rectangle, the only difference between a square and a rectangle is that the rectangle has opposite sides

## Discovering the Power of Thales Theorem and its Inverse: The Building Blocks of Geometry

The Thales Theorem is also known as the basic proportionality theorem. The basic proportionality theorem was proposed by a Greek mathematician named Thales, that’s why it is also known as Thales Theorem. The theorem is related to a special case of the inscribed angle theorem. The definition is also based on the diameter and

## Unleashing the Beauty of 30-60-90 Triangles: The Perfect Triangle Revealed

There are various types of triangles such as obtuse triangles, isosceles, acute, equilateral, scalene, and many more. But among all of them, only some types of triangles are considered special. Special triangles mean their sides and angles are predictable and predictable and they can be used to solve various geometrical problems. A 30-60-90 triangle

In mathematics, vectors are objects which have both magnitude and direction. The Magnitude defines the size of a vector. It is denoted or represented by a line with an arrow; they also have an initial point and a terminal point. Vectors are also known as Euclidean vectors, geometric vectors, or simply a vector. Vectors

## Let’s learn Plane and its Types

In mathematics, a plane can be defined as a two-dimensional flat surface that extends up to infinity.We can divide planes into two types:- parallel planes and intersecting planes. In this article, we are going to learn about planes, types of planes, planes in geometry, plane figures and properties of planes. What is a Plane?

## Decimals- Definition, Types, Properties and Arithmetic Operations on Decimals

In mathematics, we have many types of numbers. For eg:- real numbers, natural numbers, whole numbers, prime numbers. Decimal numbers are one of its types. In this blog, we will discuss “ Decimals”, types of decimals, its properties, and arithmetic operations performed on decimals with solved examples. What are Decimal Numbers? Definition 1 =

## Circle- Basics, Definition, Formula, Parts and Properties

The word ‘Circle’ is basically derived from a Latin word ‘circulus’ which means a small ring. A circle is also referred as the locus of the points which are drawn at an equidistant from the center. As the circle is a 2-D figure, it has an area and perimeter. The perimeter of the circle

## Compound Interest -Basics, Definition, Formula and solved examples

The concept of compound interest is used in many sectors such as banking, finance, personal loans and so on. In compound interest , the interest is not added to the principal amount when calculating the interest for next year. For eg:- when you make a payment for a home loan, firstly it goes to

## Interest – Do you know, what is Simple Interest?

The concept of simple interest is used in many sectors such as banking, finance, personal loans, and so on. In this, the principal amount always remains the same. For eg:- when you make a payment for a home loan, firstly it goes to the monthly interest and the remaining amount goes towards the principal

## Subtraction of Fractions

We have already discussed how we can add fractions. A fraction is a rational number in the form of a/b where b cannot be zero. In a fraction a/b a is known as the numerator and b as the denominator. For example: – 7/5 is a fraction, where 7 (the upper part) is the

## Polynomials From Basics! Types, Formula, Rules, Operation with Solved Examples

Polynomials can be defined as algebraic expressions that contain variables and constants. Variables are also sometimes called indeterminates. What are Polynomials? Polynomials are like the heart of mathematics. They are basically used to express numbers in the field of mathematics and are referred to as very important in some branches of mathematics, such as

Today we are going to learn about the operations performed on the fraction. Here, we are starting with basic arithmetic operations like addition, and subtraction. How many methods are used to perform the operations with many examples and practice questions? Hope it will help you to understand the fractions in a better manner. Let’s

## Remember Multiplication Tables of Any Number Using Mental Mathematics

Multiplication Tables is essential to perform all arithmetical operations. Multiplication chart  is a tool that helps us to learn how to multiply two numbers. Ancient Babylonians first created the multiplication chart. Let us consider how to perform multiplication in table 2. Table 2, when multiplied by 2 results, is 4. This means an addition

## NINE POINT CIRCLE

In mathematics, the nine-point circle is a circle which can be constructed for any given triangle. It is named nine – point circle because it passes through nine significant points defined from a triangle. The Nine point circle was discovered by Olry Terquem. He was a French mathematician known for his excellent work in

## How to find HCF in 10 Seconds

Hello All, Here we are going to discuss the Hightes Common Factor or HCF. Before starting our tricks to find the HCF of a number. Let us know what is HCF. What is HCF? “HCF” stands for highest common factor (A common factor can be defined as a number that divides the other number

## METHODS FOR SOLVING QUADRATIC EQUATION

There are 3 basic methods to solve an Quadratic Equation: – 1. By Quadratic Formula 2. By Splitting the middle term 3. By completing the square In this session ,we will discuss how we can solve an equation by Quadratic formula:) By Quadratic Formula As we discussed this before in the concept “ Basics

## How to Find LCM in 10 Seconds

Before starting our tricks to find the LCM of a number in 10 seconds. Let us know “What IS LCM” ? “LCM” stands for least common multiple(A common multiple can be defined as a number that is a multiple of two or more numbers). It can be defined as the method to find out

We can define Quadratics as a polynomial equation of a second degree, which shows that it contains a minimum of one term that is squared. The word “quadratic” comes from the word quad which means square because any one of the variables is squared like a2, x2, b2, etc. It is also called quadratic

## Pythagorean Triple

Pythagorean Triple (Triples are known as triplets but triples is the majorly used term) can be defined as a set of 3 positive integers (integer is a whole number, it can be positive, negative or zero) a, b and c that fits in the pythagorean formula, which is : – a2 + b2 =

## Sum of Cubes of n Natural Numbers

As you all know, there are many patterns in mathematics. One of them is the sum of Cubes of n Natural Numbers. The cube of a number means the third exponent of a number. In other words, a cube number is generated when a number has been multiplied by itself twice. The symbol for

## Basic Concept Of Angles In Geometry

In geometry, an angle is a figure which is formed when two straight lines or rays (Ray is a part of a line that has a fixed starting point but no endpoint, which means it can be extended infinitely in one direction) meet at a common endpoint. The word angle is taken from a

## TRIANGLE: Definition, Parts, Properties,Types and Formulae

In geometry, a Triangle is a closed figure consisting of 3 angles, 3 sides and 3 vertices. A triangle with three vertices A, B, and C is represented as △ABC. It is very common shape in geometry in which the 3 vertices are joined with each other. It is denoted by Symbol △. In

## Fractions From Basics. Understand What is Fraction, Types with Examples

Hello Learners, Good Day. Today we are going to learn about Fractions. We are starting from basics like what is Fraction? How many types of fractions are there with many examples and practice questions? Hope it will help you to understand the fractions in a better manner. Let’s Dive in… Complete Tutorials on Fraction