Question 613672
Let's dissect this word problem into mathematics.

<p>John is traveling to a client meeting. He has to travel 100 miles (=100) and is driving at a speed of 60 miles per hour (60x).
Let's work with this first. {{{60x=100}}}. Let's simplify that: {{{x=100/60}}}, which simplified, is {{{x=5/3}}} or {{{1(2/3)}}}. To translate that fraction into minutes, we'd simply multiply everything to get a denominator of 60. So, {{{1=60/60}}} and {{{2/3=40/60}}}. He spent 1 hour and 40 minutes driving. Add that to 9:00AM and you get 10:40 AM. 

<p>John reached at <b>10:40 AM</b>. :)