Question 482719


Since he has traveled {{{5/6}}} of the distance, then he still has to travel {{{1/6}}}({{{1 - 5/6}}}) of the distance

Now, using R as the remaining distance, we can say that: {{{((5/6)/(1/6)) = 520/R}}}

{{{5R/6 = 520/6}}}

5R = 520


R, or remainder = {{{520/5}}} = {{{highlight_green(104)}}} miles (CHOICE D)


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