A Recurring Decimal.
There are two typeso recurring decimals. . They are Rational nad Irrational.
Rational decimals can be converted to a quotient(fraction) e.g.
0.3333... = 1/3
Irrational deciamsl CANNOT be converted to a Quotient (fraction).
e.g. 3.141592....
NB For recurring decimals always place at least three dots after the last decimal to indicate . 'to infinity'.
a decimal in which a digit or group of digits repeats without end
It is a repeating decimal.
A repeating decimal is a number expressed in decimal form in which, after a finite number of miscellaneous digits, the number continues with a string of a finite number of digits which repeats itself without end.
It could be 89.49 where the 9 repeats without end.
It is 0.2727... where the underlined string repeats without end.
a decimal in which a digit or group of digits repeats without end
It is a repeating decimal.
A repeating decimal is a number expressed in decimal form in which, after a finite number of miscellaneous digits, the number continues with a string of a finite number of digits which repeats itself without end.
It is 40.149 where the 9 repeats without end.
It could be 25.2499... where the 9 repeats without end.
It could be 89.49 where the 9 repeats without end.
A repeating decimal is a decimal that contains a series of numbers that repeat indefinitely. Examples include: 3.44444... 4.565656... 2.356356356... An ellipsis (...) at the end of the decimal signals that it repeats indefinitely.
It is 0.01899... where the 9 repeats without end.
It is 0.2727... where the underlined string repeats without end.
A repeating decimal is one example, like 1/9 = 0.111111...; another is an irrational number that never repeats, like the value of pi = 3.141592..........
a repeating decimal
It goes 1.3 ... where the 3 repeats without end.