if you have not already done so.
That knowledge is a prerequisite here.

Terminating Decimals

While expressing a fraction into a decimal by
the division method, if the division comes
to an end after a finite number of steps,
then such a decimal is a Terminating Decimal.

Examples : 1⁄4 = 0.25, 3⁄4 = 0.75, 1⁄16 = 0.0625

Non-Terminating Decimals

While expressing a fraction into a decimal by
the division method, if the division process
continues indefinitely, and zero remainder is
never obtained then such a decimal
is called Non-Terminating Decimal.

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If in a decimal, a digit or a set of digits
in the decimal part is repeated continuously,
then such a number is called a Recurring
or Repeating Decimal.

The repeating digit(s) are expressed by putting a bar on the set.

Mixed recurring decimal to fraction : Repeating Decimal

In the numerator, take the difference between the number
formed by all the digits in the decimal part ( taking
repeated digits only once) and the number formed by the
digits which are not repeated.

In the denominator, take the number formed by as many nines
as there are repeating digits followed by as many zeros
as is the number of non-repeating digits.

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