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To which sets of numbers does π belong?


Select each correct answer.


rational numbers


real numbers


integers


irrational numbers

Verified Answer :

VampireJellyfish

It is irrational since pi goes on and on and on... There is no end
It is also a real number. A root of a negative number is not real because we cannot root a negative. Pi is simply a number.
Integers are whole numbers (not fractions)

xero099

\(\pi\) belongs to the subset of irrational numbers.

A case of number analysis

The number \(\pi\) belongs to the set of irrational numbers, as quantity is neither a natural number nor integer. Neither it is a rational number, since number \(\pi\) represents an endless decimal number with no period.

Thus, we conclude that \(\pi\) belongs to the subset of irrational numbers.

To learn more on irrational numbers, we kindly invite to check this verified question: https://brainly.com/question/2197288