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Closure Property (Multipication of Whole Numbers)

Closure Property (Addition of Whole Numbers) | Closure Property (Addition of Integers) | Closure Property (Subtraction of Whole Numbers) | Closure Property (Subtraction of Intergers) | Closure Property (Multipication of Whole Numbers) | Closure Property (Multiplication of Intergers) | Closure Property (Division of Whole Numbers) |

Explanation :-
System of whole numbers is closed under multipication, this means that the product of any two whole numbers is always a whole number. This is known as Closure Property for Multipication of Whole Numbers

Read the following example and you can futher understand this property

Example 1 = With the given whole numbers 4 and 9, Explain Closure Property for multipication of whole numbers.
Answer= Find the product of given whole numbers
4 × 9 = 36
As we know that 36 is also a whole number,
So, we can say that whole numbers are closed under multipication.

Example 2 = With the given whole numbers 13 and 0, Explain Closure Property for multipication of whole numbers.
Answer= Find the product of given whole numbers
13 × 0 = 0
As we know that 0 is also a whole number,
So, we can say that whole numbers are closed under multipication.

Example 3 = With the given whole numbers 25 and 7, Explain Closure Property for multipication of whole numbers.
Answer= Find the product of given whole numbers
25 × 7 = 175
As we know that 175 is also a whole number,
So, we can say that whole numbers are closed under multipication.

Example 4 = With the given whole numbers 100 and 20, Explain Closure Property for multipication of whole numbers.
Answer= Find the product of given whole numbers
100 × 20 = 2000
As we know that 2000 is also a whole number,
So, we can say that whole numbers are closed under multipication.





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