Found 97 Articles for Other Articles

Reflection and Symmetry

Praveen Varghese Thomas
Updated on 28-Feb-2024 17:51:20

10 Views

Introduction In your daily life, you may have heard the word "symmetrical" frequently. Any object is considered symmetrical if it can be split in half so that one half becomes the mirror image of the other half. While an object is considered asymmetrical, if neither of its parts is a mirror image of the other. There are symmetrical objects all around us, in nature, architecture, art, etc. We are already aware of the many symmetry types. Nature provides us with several examples of the relationship between reflection and symmetry, including the reflection of mountains and trees in adjacent bodies of ... Read More

Rational Numbers to Standard Form

Praveen Varghese Thomas
Updated on 28-Feb-2024 18:06:19

26 Views

Introduction When a rational number is expressed in its standard form, it signifies that its denominator is a positive integer and that its numerator has no common factors other than 1. Rational numbers are those that can be stated as $\mathrm{\frac{r}{s}}$, where r and s are integers and s is not equal to zero. Therefore, if $\mathrm{\frac{4}{8}}$ is a rational number, its the standard form will be $\mathrm{\frac{1}{2}}$ because we are no longer able to solve $\mathrm{\frac{1}{2}}$. When there is only one common factor between the denominator and the numerator, the result is a rational number. However, as the denominator ... Read More

Rational Function & Rational Number

Praveen Varghese Thomas
Updated on 28-Feb-2024 17:56:51

14 Views

Introduction The canonical form of rational numbers can be defined, when there is no common element other than 1 between the dividend and the divisor, and therefore the divisor is positive. There is only one factor in common between divisors and dividend. Therefore, it can be said that rational numbers are $\mathrm{\frac{1}{3}}$ in the canonical form. Rational Numbers To determine if a number is a rational number, check the following conditions: This is expressed in the form of $\mathrm{\frac{p}{q}}$, where q ≠ 0. The ratio $\mathrm{\frac{p}{q}}$ has been further simplified and can be expressed in decimal ... Read More

Scatter Plot

Praveen Varghese Thomas
Updated on 27-Feb-2024 14:45:17

31 Views

Introduction A scatter plot is a type of plot or mathematical diagram that displays values for typically two variables for a set of data using Cartesian coordinates. A scatter graph, scatter chart, scattergram, or scatter diagram are other names for it. If the points are colour, shape, or size coded, an additional variable can be displayed. A series of points is used to depict the data, with each point's position on the horizontal axis being determined by the value of one variable and its position on the vertical axis by the value of the other. In this session, scatter plots ... Read More

Roots of Polynomials

Praveen Varghese Thomas
Updated on 27-Feb-2024 14:48:50

19 Views

Introduction A wide group of algebraic expressions are combined to form the Polynomials. They can have constants, variables and exponents or, say, powers. The powers of the variables are positive whole numbers and not any fractions when we consider any expressions of the polynomials. Polynomials don't have any square root of variables or the negative powers on the variables. The coefficient of a polynomial is the number multiplied by a variable. The number which does not involve any variable or say, the number multiplied by the variable with power zero is called the constant of the polynomial. The degree of ... Read More

Roman Numerals Conversion

Praveen Varghese Thomas
Updated on 27-Feb-2024 14:53:22

10 Views

Introduction In the Middle Ages, the roman number system is considered a standard writing system for numbers throughout Europe. Romans invented it for daily life because they could not count more than ten using their fingers. Latin numbers are the words in Latin that are used to count numbers. They are also represented by roman numerals but are read in Latin. Roman numbers consist of symbols containing alphabets as some base numbers. Numbers Numbers play a huge part in daily life and mathematics. They are used to counting things, without numbers it is tough to count and remember the ... Read More

Right Circular Cylinder

Praveen Varghese Thomas
Updated on 27-Feb-2024 14:56:58

13 Views

Introduction A three-dimensional solid figure is called the right circular cylinder. There is a closed circular surface on both ends of the right circular cylinder, which are parallel to one another. The right cylinder is another name for a right circular cylinder. All of the points on the closed surface are equally spaced from the axis of the right circular cylinder. In everyday life, a right circular cylinder is the most typical 3D figure. The correct round cylinder can be created by stacking many circular pieces of paper. It is known as a right circular cylinder because it has been ... Read More

Quotient

Praveen Varghese Thomas
Updated on 23-Feb-2024 09:57:16

8 Views

Introduction Division is splitting (dividend) into equal parts by a known number of parts (divisor). Division is used everywhere in real life. When a number is divided by the same number the result is 1. Example: 4\/4 = 1. When a number is divided by 1 the result is the same number. Example:15/1=15 . When 0 is divided by a number, the result is 0. Example: 0÷14 = 0. When a number is divided by 0, the result doesn't have any value. Example: 7÷0 = undefined. Division Algorithm To divide a number there are two steps to follow − ... Read More

Quartiles

Praveen Varghese Thomas
Updated on 23-Feb-2024 10:02:42

13 Views

Introduction In statistics, three major terms are used to describe the central tendencies of data, i.e., mean, median, and mode. However, these terms refer to a specific number that represents the central value. However, quartile is another statistical term used to describe the data more efficiently than the above term. The concept of quartile is generally used to compare the data of one company with another. In addition, it is used to represent the median and quartiles graphically. In this tutorial, we will learn about the definition, formula, deviation, range, and some solved examples related to quartiles. Definition The ... Read More

Quadrant

Praveen Varghese Thomas
Updated on 23-Feb-2024 10:44:01

16 Views

Introduction A cartesian plane is a two-dimensional plane which is part of a coordinate system. The concept of a cartesian plane is mostly used in Euclidean geometry & algebra. In a two-dimensional plane system, any point can be specified by x-coordinate y-coordinate. Axes on the cartesian plane divided it into 4 equal & infinite parts called quadrants. These quadrants are named quadrant I, quadrant II, quadrant III & quadrant IV. In the case of a circle, a quadrant can be represented by a quarter of the circle. So let's study the topic quadrant of the cartesian plane & circle in ... Read More

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