Simple Harmonic Motion (SHM), Oscillatory Motion, and Vibratory Motion | Understanding 3 Important Types of Motion

The 3 types of motion i.e., vibratory motion, oscillatory motion, and simple harmonic motion (SHM) are key types of movement studied in detail due to their significance in both natural and engineered systems. Introduction Motion and its types is a fundamental concept in physics. It describes how objects move and interact under the influence various […]

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What are Divisibility Rules?

What are Divisibility Rules? | 8 Most Important Rules and Bonus Rules

What are divisibility rules? These are shortcut techniques to find factor or multiples of a number. Introduction When it comes to mathematics, understanding the rules for division can make our calculations faster and easier. These rules help to determine whether a number can be divided evenly by another number without actually performing the division process.

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Floating Point Representation in Computing - Illustration

Understanding Floating Point Representation in Computing | Storing Real Values in Computer Memory | 101 Comprehensive Guide

Understanding Floating Point representation in computing as well as IEEE 754 standards is essential to handle large and small values. Introduction In computing, floating-point notation enables the representation of a wide range of real numbers, including extremely large and small values. It breaks them into parts for more flexible storage and calculations. Floating-point notation is

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Understanding Excess Bit Notation in Computing | 101 A Comprehensive Guide

Understanding of excess bit notation in computing, also known as excess notation or biased notation, is important to represent signed numbers with fixed biases. It makes it easier to handle binary arithmetic without sign bits. Introduction Excess Notation is a method used in computing to represent signed numbers by adding a fixed bias to each

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How Integers Are Stored in Computer Memory? | Signed Integers and 2’s Complement

How Integers Are Stored in Computer Memory? | Signed Integers and 2’s Complement | Simplified

To understand how integers are stored in computer memory, it is important to know about signed integers and 2’s Complement. Introduction Computers operate using binary — a language of 0s and 1s — to represent and process numbers. But not all numbers are the same. Some numbers are only positive (like whole numbers), some are

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Binary Encoding of Whole Numbers | Illustration

Binary Encoding of Whole Numbers (Unsigned Integers) | 101 Comprehensive Guide

Binary encoding of whole numbers is a process of representing unsigned numbers. This encoding is useful for real-life matters. Introduction Whole numbers are base 10 numbers that are used everywhere. For instance, your age, number of likes, number of students in a class, etc. Computing systems, however, do not understand numbers like we do. They

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What is Data Representation in a Computing System?

What is Data Representation in a Computing System? | 101 Comprehensive Guide

Data representation in a computing system is of great importance. It helps to understand how different data types are stored and processed by computers. Introduction Have you ever wondered how a computer understands your name or your interest in a YouTube video? The answer lies in data representation. It is the process of converting all

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Inequalities and Properties of Inequalities | 101 A Comprehensive Guide

Understanding of inequalities and its properties is important in the field of mathematics. It helps in analysing and optimising systems and processes. Introduction Inequalities are fundamental in mathematics, representing relationships where quantities are not equal, introducing concepts of greater than, less than, and their combinations. Understanding them and their properties helps in fields ranging from

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Simplest Introduction to Bits | 101 Best Guide | The Smallest Units of Digital Information

What are bits? To understand this somewhat abstract concept, we need to look at a guide that provides us with an introduction to bits. Non–CS (computer sciences) students often find it difficult to understand what these are, especially those with biological science background. Understanding bits is essential to grasp how digital devices communicate and operate.

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Power and Root in Mathematics | Illustration

Power and Root in Mathematics | 2 Important Topics | Middle School and Beyond

Power and root in mathematics are two essential concept after arithmetic operations of whole numbers, decimal numerals, fraction, and integers. Introduction Understanding powers and roots is essential in mathematics, whether it is simplifying calculations or exploring algebraic expressions. Each concept, explain key insight of mathematical world, and their properties help solidify our understanding of mathematics.

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