Natural Numbers on Number Line Natural numbers are represented by all positive integers or integers on the right-hand side of 0, whereas whole numbers are represented by all positive integers plus zero. Natural numbers are the real numbers that consist of all the positive numbers from 1 to infinity, excluding zero (0), decimals, fractions, and negative numbers . We use natural numbers to count. Another name for natural numbers is integers. However, all integers, including negative numbers , are not natural numbers . In other words, natural numbers include all whole numbers excluding zero (0). In this article, you will read the Definition, Formula, sum and solution of important questions of Natural Numbers . On the previous page, we have shared the post of Number System, an important chapter of mathematics, so definitely read the square root. Let us read and understand the definition, formulas, tricks, and examples of natural numbers on this page. Learn what natural numbers are, how they differ from whole numbers , and how to represent them on a number line. Explore the closure, commutative, associative and distributive properties of natural numbers with examples and diagrams.
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