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Hello Readers,  Well, understanding numbers goes beyond just recognizing digits; it involves knowing their Face Value and Place Value concepts, as they are essential for arithmetic, reasoning and competitive exams. Let’s explore these concepts in detail. What is Face Value? The Face Value of a digit in a number is simply the digit itself, irrespective of its position. It does not change based on placement within a number. For examples,  - In numeral 7,853, the face value of 8 is 8. - In numeral 46, the face value of 4 is 4. Thus, we can say that, the Face Value remains constant. What is Place Value? The Place Value of a digit depends on its position in the numeral. It is calculated by multiplying the digit by its positional value. So, it is also know by Local Value. For examples, - In numeral 7,853, the place value of 8 is 800, as it is in the Hundreds place in the numeral (so, 8×100=800). - In numeral 46, the place value of 4 is 40, as it is in the Tens place (so, 4×10=40). ...

Hello Readers, Welcome to a New Mathematical Journey with this article! As we know, mathematics is more than just numbers, it is the key to unlocking patterns, solving mysteries and shaping the world around us. Whether you're a student preparing for competitive exams, a professional applying logic in daily life or simply someone fascinated by the structure of our universe, understanding mathematical representation is crucial. In this article, we will dive into the fascinating realms of Numeration, Notation and Numerals. These three pillars of mathematical expression that help us decode numbers, build equations and communicate ideas clearly, are looks like similar but actually they are not. So, get ready to sharpen your mathematical skills and explore the world of numbers like never before! Let's begin... Mathematics is a universal language that helps us express numerical values and complex calculations systematically. Among its core concepts numeration, notation and numeral ser...