Real Numbers
Real Number: any number that can be represented on a number line.
Rational Numbers: The Quotient of any two integers (Any number that can be written as a fraction)
Irrational Numbers: Any number which is not a rational number (Non-ending, non-repeating decimals)
Integers: ๎โฆ ๎ 3,๎2, ๎1,0,1,2,3, โฆ๎
Whole Numbers: ๎0,1,2,3,4,โฆ๎
Natural Numbers: ๎1,2,3,4,โฆ๎ (Counting Numbers)
Example: Given the set of numbers ๎๎6,๎0.5,4
๎
๎
,๎96,โ3,0, 9, ๎
๎
๎
,๎2.9,โ7,๎โ5๎
โข Natural Numbers: 9
โข Whole Numbers: 0, 9
โข Integers: -6, -96, 0, 9
โข Rational Numbers: ๎6,๎0.5,4
๎
๎
,๎96,0,9, ๎
๎
๎
,๎2.9
โข Irrational Numbers: โ3,โ7,๎โ5
โข Real Numbers: All numbers in the set.
Real Numbers
Rational Numbers
Irrational Numbers
Integer
s
Whole Numbers
Natural Numbers
Real Numbers
Rational Numbers
Irrational Numbers
Integer
s
Non-integer Rational Numbers
Negative Integers
Whole Numbers
Zero
Natural Numbers
