So this is a math question i got and i have no idea about it so could someone please help, the question is Describe four different subsets of real numbers. explain the difference between the various subsets. Give several examples of each subset.

Respuesta :

Irrational Numbers: These numbers have decimals that go on forever and follow no pattern in digits. EX: [tex] \pi , \sqrt{2} [/tex]

RATIOnal Numbers: These numbers can be written as a fraction (or ratio) of two numbers. EX: 1/2, -4, 7, 0.234

Integers: Numbers that can be written with no partial fractions or decimals.
EX: 2, -3, 0

Whole Numbers: Integers that are 0 or positive. EX: 0, 2, 8

Natural Numbers: Positive integers. EX: 1, 6, 12