What is closure property - Definition and Meaning
Closure Property :
Closure property states that, any two elements in a set combines to produce a resultant element in the same set.
Example :
Consider a set of Integer (1,2,3,4 ....) under Addition operation
Ex : 1+2=3, 2+10=12 , 12+25=37,..
Addition of any two integer number gives the integer value and hence a set of integers is said to have closure property under Addition operation.
Consider the same set of Integers under Division now.
Ex: 7/2=3.5 which is not an integer ,hence it is said to be Integer doesn't have closure property under division Operation.
Learn what is closure property. Also find the definition and meaning for various math words from this math dictionary.
