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The answer is repeating
Meryem Boumahdi
Wiki User
∙ 6y ago22.2222 repeating is a decimal.
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What is pure decimal?
A pure recurring decimal is a type of repeating decimal. In a pure recurring decimal, all the digits of the decimal are repeated infinitely.
Which decimal is closest to 4.75?
The only decimal value that is closest to 4.75 is is 4.749̅ [9̅ represents the repeated digit value for the term.]
Convert each decimal fraction to binary using repeated-multiplication-by-2?
0.9028
How do you write the decimal 0.384333 using the bar notation?
................................................................._0.384333 using the bar notation = 0.3843(the bar should be placed above the repeated decimal. In this case, it should be above the 2nd 3 from the decimal point.
Is 10.3 repeated a terminating decimal?
No, the question contradicts itself. If it is repeating then it cannot be terminating and if it is terminating then it cannot be repeating!
What is 222 percent as a decimal?
222% = 2.22
What is the decimal notation of 222 percent?
222% = 2.22
What is 1.135 repeated as a decimal?
1.135135135 is a decimal.
Is The decimal form of an irrational number is a repeated decimal?
No it is not.
What is 77.7 repeated as a decimal?
77.7 repeating is a decimal.
How do indicate a repeating decimal?
A repeating decimal is usually shown with a bar over the decimal that is repeated
What is 11 over 50 as a terminating decimal?
Eleven over fifty is .222 as a terminating decimal.
Is 100.6 repeated a terminating decimal?
hn
What is it called when you shorten a repeated decimal?
rounding
How can you write a recurring decimal?
put a dot above the repeated number which is after the decimal
What is pure decimal?
A pure recurring decimal is a type of repeating decimal. In a pure recurring decimal, all the digits of the decimal are repeated infinitely.
How do you use long division to find a repeated decimal equivalency for 89?
89 is an integer, not a fraction. The repeated decimal equivalents are 89.000....(repeating) or 88.999... (repeating).
