Find the six-digit number abcdef such that
0.\overline{abcdef} = \frac{2}{17},
without a calculator.
We can use simple long division to solve this problem.
We have that \(2/17 = 0.\overline{1176470588235293}\)
There are 16 digits repeating in this decimal.
So our answer is 1176470588235293.
I'm not sure how there's only 6 digits, but there are 16 digit repeating.
Thanks! :)
We can use simple long division to solve this problem.
We have that \(2/17 = 0.\overline{1176470588235293}\)
There are 16 digits repeating in this decimal.
So our answer is 1176470588235293.
I'm not sure how there's only 6 digits, but there are 16 digit repeating.
Thanks! :)