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How do I find the greatest integer that could appear on a token when all the info I have is 55=(n-68/t-1) or 56=(n/t) and n=the numbers on all the tokens in the bag added up and t=the number of tokens in the bag. The equations are about average numbers of tokens in the bag (the averages are, in the two equations, 55, and 56)

Zuzu
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  • Are negative numbers allowed to be on the tokens? – Gerry Myerson Sep 17 '17 at 23:22
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    Is it $55=(n-\frac {68}t-1)$, which is what you wrote but I suspect is not what you intended or $\frac {n-68}{t-1}$ or $n-\frac {68}{t-1}$ or what? Please be careful with partentheses or, better, see the FAQ for MathJax. – Ross Millikan Sep 17 '17 at 23:48

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