To convert the recurring decimal 0.318181818... into a fraction, we can use algebraic manipulation. Let x = 0.318181818... Then, 100x = 31.8181818... Subtracting the first equation from the second gives 99x = 31.5. Therefore, x = 31.5/99 = 7/22. Thus, 0.318181818... as a fraction is 7/22.
Oh, dude, you just gotta treat that repeating decimal like a pesky fly at a barbecue. So, let's call it x, multiply by 100 to get 31.8181818... and subtract the original x from 100x, which gives you 99x = 31.8181818... Now, just solve for x and you'll have your fraction. Easy peasy, lemon squeezy.
you don't it just keeps recurring
17/99
0.1717 recurring written as a fraction is 17/99
0.75 recurring written as a fraction is 25/33
If its a recurring decimal then it is -11/3 as a fraction
you don't it just keeps recurring
To change the repeating decimal 0.222... into a fraction, we can set x = 0.222... and multiply both sides by 1000 to shift the decimal point three places to the right, yielding 1000x = 222.222.... Next, subtract the original equation from the shifted equation to eliminate the repeating decimal, resulting in 999x = 222. Finally, divide both sides by 999 to solve for x, which simplifies to x = 222/999. This fraction can be further reduced to 74/333 by dividing both the numerator and denominator by their greatest common divisor, which is 3.
17/99
0.1717 recurring written as a fraction is 17/99
0.75 recurring written as a fraction is 25/33
0.9 recurring as a fraction is equal to 1. I know its crazy. But its true.
To convert a fraction to a decimal, divide the denominator into the numerator. Whether it is recurring or not depends on the fraction.
Although it is a terminating fraction, it can be written as a recurring fraction as: 0.47000000... or 0.46999999...
Do the division. 8 divided by 3 = 2.6666 recurring.
If its a recurring decimal then it is -11/3 as a fraction
If it is a recurring decimal then its fraction is 1/9
If that is 38 recurring then the fraction is 38/99