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Mathematics, 11.11.2020 04:30 Skye251
A large square region is paved with $n^2$ gray square tiles, each measuring $s$ inches on a side. A border $d$ inches wide surrounds each tile. The figure below shows the case for $n=3$. When $n=24$, the $576$ gray tiles cover $64\%$ of the area of the large square region. What is the ratio $\frac{d}{s}$ for this larger value of $n$?
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A large square region is paved with $n^2$ gray square tiles, each measuring $s$ inches on a side. A...
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