Question

positive integers less than 1 finite or infinite set explain also​

Answer 1

Answer:

it is finite set because positive integer less than 1 is not possible so set is null means it is finite set

Answer 2

Given : Set of  positive integers less than 1

To Find :  finite or infinite set

Solution:

Positive  Integers = { 1 ,2 , 3 , ...  }

Negative  Integers = { ...  -3 ,-2 , -1 }

Neither positive nor negative integer = { 0 }

Hence  Set of  positive integers less than 1 = { }

Empty set  , Null set

as there is no positive integer less than 1

So this is a finite set  as elements of set can be counted

positive integers less than 1 is finite set.

Addition Info:

Finite Set  : number of elements in a set can be counted

Examples :  Set of   numbers on a dice ,  Set of   sides of coins

Infinite Set : number of elements in a set can not be counted

Example : Set of   Integers , Set of   whole numbers

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