Question

verify the closure property of addition of whole no. 3+14 and pic of the answer​

Answer 1

Answer:

$\sf\red{AnSWEr}$

Properties of Whole Numbers: We all are well aware with the definition of the whole numbers. It starts with 0 and has the set of all natural numbers in it. Let us do one interesting activity with whole numbers. Think of any whole number of your choice. Add it with any other whole number. What will you get? Is it a whole number?

Properties of Whole Numbers: We all are well aware with the definition of the whole numbers. It starts with 0 and has the set of all natural numbers in it. Let us do one interesting activity with whole numbers. Think of any whole number of your choice. Add it with any other whole number. What will you get? Is it a whole number?Subtract the chosen whole number with any other whole number. You will again get a whole number. But not always. Multiplying and dividing a whole number with another one will give a whole number sometimes. These are some of the properties of whole numbers. Let us learn about the properties of whole numbers in detail.

Answer 2

Answer:

Closure property for addition : If a and b are two whole numbers and their sum is c, i.e. a + b = c, then c is will always a whole number. For any two whole numbers a and b, (a + b) is also a whole number. This is called the Closure-Property of Addition for the set of W

So, 14+3= 17

hence, it is a rational number.

Step-by-step explanation:

and please mark me as brainly list