The symbol for a recurring number is typically a bar placed over the digits that repeat. For example, in the decimal 0.333..., the recurring part "3" can be represented as (0.\overline{3}). This notation clearly indicates that the digit "3" repeats indefinitely.
100.85/6 = 16.8083 recurring (that is, 16.8083333...). If the number refers to a unit of currency, don't forget to round to the appropriate number of decimal places and include the appropriate currency symbol.
2/3 x 262.61 = 175.073 recurring (that is, 175.073333...) If the number refers to a unit of currency, don't forget to round to the appropriate number of decimal places and include the appropriate currency symbol.
4 over (or divided by) 18 is a fraction which is equal to 0.2... (where "..." indicates that the "2" is recurring; i.e. there are an infinite number of 2's after the decimal point). (Note: there is a special symbol to indicate that a digit is recurring but, as far as I am aware, it is not possible to use it on this website.)
A recurring decimal is a rational number, a non-recurring one may be rational (for example 0.2 = 1/5) or irrational.
The symbol for number is #
7999.99... recurring.7999.99... recurring.7999.99... recurring.7999.99... recurring.
100.85/6 = 16.8083 recurring (that is, 16.8083333...). If the number refers to a unit of currency, don't forget to round to the appropriate number of decimal places and include the appropriate currency symbol.
No, it is rational
you just write 'recurring numbers' simples:)
2/3 x 262.61 = 175.073 recurring (that is, 175.073333...) If the number refers to a unit of currency, don't forget to round to the appropriate number of decimal places and include the appropriate currency symbol.
It is normally a dot over the decimal digit or over the first digit and last digit if there are more than one recurring digits.
No.
4 over (or divided by) 18 is a fraction which is equal to 0.2... (where "..." indicates that the "2" is recurring; i.e. there are an infinite number of 2's after the decimal point). (Note: there is a special symbol to indicate that a digit is recurring but, as far as I am aware, it is not possible to use it on this website.)
A recurring decimal is a rational number, a non-recurring one may be rational (for example 0.2 = 1/5) or irrational.
The symbol for number is #
It is: 2/3 = 0.666....recurring 6
850/0.6 = 1416.6 recurring (that is, 1416.6666..) Therefore, the number that 850 is 60 percent of is 1416.6 recurring.