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16.66666 is a decimal number that can also be expressed as a fraction. It represents the value sixteen and two-thirds, as it is equivalent to ( 16 \frac{2}{3} ) or ( \frac{50}{3} ) when expressed as an improper fraction. This number is often rounded to 16.67 when limited to two decimal places. It is also commonly seen in contexts such as percentages, where it represents 16.67% when rounded.
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Is one sixth equal to one eighth?
no 1/8 is .125 and 1/6 is .1666666
How can you turn a repeating decimal into a fraction?
It depends on the repeating decimal, for instance. .3333333=1/3 however if you get a difficult one, for instance .1666666 you will just have to round, 17/100. Hope this helps
How long is 9999999999999 minutes?
9,999,999,999,999 = 9.99. Divide by '60' for hours. Hence 1666666.. ^ (10)hours Divide by '24' for days 694444443.6 days Divide by 365 for years 1902587.517years. Approximately 1.9 million years. NB These figures are only approxiamate, because of limitations on my calculator.
Is one sixth equal to one eighth?
no 1/8 is .125 and 1/6 is .1666666
What is 0.1666666 as a fraction?
0.1666666 is a fraction. It is a fraction in decimal form rather than in the form of a ratio. However, that does not stop it being a fraction. Its rational equivalent is 1666666/10000000 which can be simplified if required.
How can you turn a repeating decimal into a fraction?
It depends on the repeating decimal, for instance. .3333333=1/3 however if you get a difficult one, for instance .1666666 you will just have to round, 17/100. Hope this helps
How long is 6 millions seconds?
100000000 minutes, 1666666 hours*, 69444 days*, 2315 months*, 193 years* *Roughly * * * * * What? That is 6 Billion seconds! 6 million seconds = 100,000 minutes = 1666.66... hours = 69.44... days ie a little over 2 months.
How long is 9999999999999 minutes?
9,999,999,999,999 = 9.99. Divide by '60' for hours. Hence 1666666.. ^ (10)hours Divide by '24' for days 694444443.6 days Divide by 365 for years 1902587.517years. Approximately 1.9 million years. NB These figures are only approxiamate, because of limitations on my calculator.
