If a fraction can be written as a repeating decimal,only one digit can repeat over and over, without end. True or false?

Respuesta :

true. it can only be written as one repeating number because eventually, a set of numbers would cancel out i think

False, more than one digit can repeat over and over without end.

Given :

a fraction can be written as a repeating decimal, only one digit can repeat

Explanation :

Repeating decimal is a decimal representation of a fraction whose digits are periodic and it is repeating without end.

For example :

0.7777..... is a repeating decimal that has only one digit repeating

0.81818............ is a repeating decimal that has two digits repeating

Both the numbers can be written in a fraction form

So, repeating decimal can have more that one digit repeat over and over without end.

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