Finite, Infinite, Countable, Not Countable Classifications - GRE Subject Test: Math
Card 0 of 2
Which of the following sets is not an infinite set??
Which of the following sets is not an infinite set??
Step 1: Determine the difference between Infinite and Finite Sets...
Finite Sets: A set that has very limited elements in it
Infinite Sets: Any set where I can always find another number between two given boundaries.
The Set of integers and rational numbers are infinite sets..
All numbers between 
and 
is also an infinite set because I can come up with infinite decimal numbers..
The set of whole numbers between 
and 
inclusive is a finite set because I ask for a specific type of number.. a whole number. Whole numbers cannot be decimals..
Step 1: Determine the difference between Infinite and Finite Sets...
Finite Sets: A set that has very limited elements in it
Infinite Sets: Any set where I can always find another number between two given boundaries.
The Set of integers and rational numbers are infinite sets..
All numbers between
The set of whole numbers between
Compare your answer with the correct one above
Which of the following is a finite set?
Which of the following is a finite set?
Note: The set of real numbers 
, natural numbers 
are both infinite sets.
Step 1: The set of real numbers between two numbers 
is also an infinite set.
Step 2: The set of whole numbers between 
and 
inclusive is finite because there are only three numbers that are represented by the set. These numbers are 
.
Note: The set of real numbers
Step 1: The set of real numbers between two numbers
Step 2: The set of whole numbers between
Compare your answer with the correct one above