Recent content by nweibley

As previously stated there are infinite subsequences in this sequence... is the original question more specific?

I see two things going on here... the denominator increases, and with each new denominator d a sum of 1/d to (d-1)/d fractions. If you are familiar with programming this sequence would easily be described with a nested loop. That should get you started ;)

Thanks, that makes perfect sense... I completed the problem and everything now makes sense. I was just taking the wrong approach to the problem. Thanks for the help! -----Nate

I've been busy finishing my online physics homework, and I cannot get this problem for the life of me (which is annoying because I just finished the relativity and lorentz transformation assignments). If you are good at physics and think you know how to do it, please post your line of thoughts...