Yes, 0.525252... can be written as a fraction.
To determine the fractional form, let's represent 0.525252... as "x".
When we multiply it by 100, it shifts the decimal point two places to the right:
100x = 52.525252...
Now, we can subtract "x" from the newly obtained equation:
100x - x = 52.525252... - 0.525252...
99x = 52
Finally, we can divide both sides by 99 to solve for "x":
x = 52/99
Therefore, 0.525252... can be written as the fraction 52/99.
As for the kind of decimal it is, 0.525252... is a repeating decimal because the digits "52" repeat indefinitely following the decimal point.
Can 0.525252... be written as a fraction? and what kind of decimal is it
1 answer