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Let n = 0.0123456789 recurring 1010n = 123456789.0123456789 recurring 1010n - n = 123456789 9999999999n = 123456789 n = 123456789/9999999999 = 0.0123456789 recurring Therefore the recurring decimal 0.0123456789 expressed as a fraction is 123456789/9999999999. Check it out on your calculator.
What else can I help you with?
What is 0.26 repeating as a fraction?
To indicate a decimal recurring to infinity , we write 0.262626... (Note three sets of terms and three or more dots/full stops) To convert to a fraction Let P = 0.262626.... Then 100 P = 26.262626.... Subtract. 99P = 26 ( Note the recurring decimals subtract to zero. ) Hence 99P = 26 P = 26/99 This fraction will NOT reduce any further. Hence 0.262626.... = 26/99
What is 0.269 recurring as a fraction only the 2 and 9 are recurring?
Oh, dude, you're hitting me with some math here. So, if we're breaking down 0.269 with just the 2 and 9 recurring, that's like saying it's 269 repeating over 990. It's like trying to catch a never-ending train ride with only two carriages. Enjoy the ride, man.
A number that can be used to indicate part of a whole?
BRO ITS A DECIMAL POINT
What is 5 7 as a recurring decimal?
The fraction 5/7 as a decimal is a recurring decimal, represented as 0.714285... The bar notation is used to indicate the repeating pattern, which in this case is 714285. Therefore, the decimal form of 5/7 is 0.714285 with the digits 714285 repeating indefinitely.
Does 7 over 9 repeat or terminate?
7/9 as a fraction becomes 0.777... as a decimal . It repeast to infinity. NB The three dots/stops/periods at the end of the decimal, indicate to mathematicians that it is a decimal repeating to infinity.
What is 6.66666666667 as a fraction?
To convert 6.66666666667 to a fraction, we can first write it as 6.6 recurring. This can be represented as 6.6 with a bar over the 6 to indicate the recurring decimal. To convert this to a fraction, we can set x = 6.66666666667 and then subtract the non-recurring part to get 10x - x = 66. This simplifies to 9x = 66, so x = 66/9. Therefore, 6.66666666667 is equivalent to the fraction 66/9, which simplifies to 22/3.
What is 13.333333 as a fraction?
Assuming the repeated threes indicate a recurring number, expressed as a mixed number in its simplest form, 13.3 recurring is equal to 13 1/3 or thirteen and one third.
What is a decimal number that repeats without end?
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'.
What is 2.6 reapting decimal as a fraction?
2.666.... = 2 2/3 NB Note the use three or more full stops to indicate recurring to infinity. This is the mathematicians indication of recurring to infinity. NNB To convert a recurring decimal to a fraction. Let P = 2.666.... 10P = 26.6666... Subtract 9P = 24 ( Note the recurring decimal to inifinity subtract to zero). P = 24/9 Reduce the fraction P = 2 6/9 = 2 2/3 Done!!!! NB This cannot be done with an IRRATIONAL number. such as 'pi'.
What is 0.26 repeating as a fraction?
To indicate a decimal recurring to infinity , we write 0.262626... (Note three sets of terms and three or more dots/full stops) To convert to a fraction Let P = 0.262626.... Then 100 P = 26.262626.... Subtract. 99P = 26 ( Note the recurring decimals subtract to zero. ) Hence 99P = 26 P = 26/99 This fraction will NOT reduce any further. Hence 0.262626.... = 26/99
What is 4 over 18 equal to?
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.)
Can a fraction indicate a ratio?
Yes.
Does a fraction indicate a ratio?
Sometimes
When does a fraction indicate a ratio?
Always.
11 and 1 thirds as a decimal?
Expressed as a decimal fraction, 11 and 1 third is equal to 11.3 recurring, or 11.3333...
What is 3.333333333 as a fraction?
To express 3.333333333 as a fraction, we can first write it as 3.3 recurring. This can be represented as 3.3 with a bar over the 3 to indicate the recurring decimal. To convert this to a fraction, we set x = 3.333333333 and then subtract the non-recurring part: 10x = 33.333333333 and 10x - x = 33.333333333 - 3.333333333. Simplifying, we get 9x = 30, so x = 30/9, which simplifies to 10/3. Therefore, 3.333333333 as a fraction is 10/3.
What is 0.269 recurring as a fraction only the 2 and 9 are recurring?
Oh, dude, you're hitting me with some math here. So, if we're breaking down 0.269 with just the 2 and 9 recurring, that's like saying it's 269 repeating over 990. It's like trying to catch a never-ending train ride with only two carriages. Enjoy the ride, man.
