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What is the difference between the decimal forms of rational numbers and the decimal forms of irrational numbers?

Sagot :

The decimal forms of rational numbers can be finite, i.e. have a non infinite number of digits. In case they have infinite digits then these are periodic. This means that there's a patron of digits that is repeated infinitely.

Irrational numbers on the other hand can only have infinite digits on their decimal form and they are not periodic.

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