Mikaylahargeridn
Answered

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which describes a number that cannot be irrational?

Sagot :

Francocanacariidn

Answer:

A number that can be written as the ratio of two integers .

Step-by-step explanation:

Irrational numbers are numbers those numbers that have infinite non-periodic decimals, that are reproduced in an unlimited way without an end point, without any part of the sequence being repeated. The set of irrational numbers, added to the rational numbers, configures the category of real numbers.

Irrational numbers include, for example, the famous number Phi (π), whose approximate value is 3.14 ..., extending its decimals indefinitely. These numbers are most often used in mathematical analysis.

Itzyourlocalpuppyuidn

Answer:

a number that can be written as the ration of two integers

Step-by-step explanation:

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