Put the steps in order for changing the repeating decimal, which is rational, to a ratio or fraction.
0.523523... = what fraction?
(5 points)
x = 523/999
1000x = 523.523523...
let x = 0.523523...
subtract 1x = 0.523523...
999x = 523
1. Let x = 0.523523...
2. Multiply both sides of the equation by 1000 to get rid of the decimal: 1000x = 523.523523...
3. Subtract 1x from both sides of the equation: 999x = 523
4. Rewrite the equation as a fraction: x = 523/999
Therefore, 0.523523... can be represented as the fraction 523/999.