Question

Travis converted some repeating decimals into fractions as follows based upon what he has seen so far which of the following equations must be correct I'll take a pic to show you

Answer 1

Answer:

$0.\bar{9}=1$

Explanation:

The fractions are formed with a 9 as a denominator and the numerator is the number that repeats. So, following the same rule, we can say that 0.999... is equivalent to:

$0.\bar{9}=\frac{9}{9}$

However, 9/9 is equal to 1, so:

$0.999\ldots=0.\bar{9}=1$

Therefore, the answer is:

$0.\bar{9}=1$