Question

6. Verify the closure property of addition of whole numbers for :

(ii) 3 + 14
​

Answer 1

Answer:

We know that the Closure Property of addition specifies that the addition of any 2 integers is an integer only. We observe that the when the 2 integers were added, the result obtained was also an integer. ↪ However, division does not obey Closure Property.

Answer 2

Answer:

Here ya go!

Step-by-step explanation:

We know that the Closure Property of addition specifies that the addition of any 2 integers is an integer only. We observe that the when the 2 integers were added, the result obtained was also an integer. So here, we

have 3 + 14. 3 and 14 both are integers. So, when these both 3 and 14 are added we get 17, and 17 is an integer. So, Thus it is proved that the Closure Property is true and shown it even with your given example.

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