6/12/2023 0 Comments Whole numbers![]() Natural Numbers begin from 0 and counts till infinity. Yes, all Natural Numbers are Whole Numbers but not all Whole Numbers are Natural Numbers. The Letter W represents the Whole Numbers.ģ. We know as per the Distributive Property a.(b+c) =(a.b)+(a.c)Īpplying the Input Numbers in the formula we have the equation as such Solve 8 × (3 + 12) using the Distributive Property? Difference between Natural Numbers and Whole Numbers Whole NumbersĪll whole numbers are not natural numbersīy referring to the below sections you will better understand the difference between Whole Numbers and Natural Numbers.ġ. ![]() a.0=0.a=0ĭivision by Zero: If you divide a Whole Number with Zero the result is undefined, i.e. ![]() Multiplication by Zero: If you multiply a Whole Number with Zero the result is always zero. (b.c)=(a.b).cĭistributive Property: If a, b, c are three whole numbers then the distributive property of multiplication over addition is given by a.(b+c) =(a.b)+(a.c), Similarly Distributive Propoerty of Multiplication over Subtraction is given by a.(b-c) = (a.b)-(a.c) If a, b, c are whole numbers then a + (b + c) = (a + b) + c and a. = aĪssociative Property: If you are grouping the whole numbers and adding or multiplying a set the result remains the same irrespective of the order. Let us consider a whole number “a” then a.1 = 1. ![]() Multiplicative Identity: Whenever you multiply a whole number with 1 the result remains unchanged. If a is a whole number then a+0 = 0+a = a If a, b are two whole numbers then a+b = b+a, a.b = b.aĪdditive Identity: If a Whole Number is added to 0 the result remains unchanged. If a, b are two whole numbers then a.b and a+b is also a whole number.Ĭommutative Property of Addition and Multiplication: Sum and Product of Two Whole Numbers will be the same no matter the order in which they are added or multiplied. Let us see few more Properties of Whole Numbers by referring below.Ĭlosure Property: Whole Numbers can be closed under addition or multiplication. Division of Whole Numbers can result in a Fraction at times. If you Subtract Two Whole Numbers the result may not always be a Whole Number and it can be an Integer too. When you multiply or add two whole numbers the result will always be a Whole Number. Whole Numbers Properties depend on arithmetic operations such as Addition, Subtraction, Multiplication, Division.
0 Comments
Leave a Reply. |