Standard Normal Distribution: Videos & Practice Problems

A shoe company wants to ensure that their new line of running shoes fits $95\%$ of all athletes. To avoid producing too many sizes, they decide not to accommodate the largest $5\%$ in foot length. Assuming foot lengths are normally distributed with a mean of $25.5\text{ cm}$ and a standard deviation of $1.2\text{ cm}$, find the maximum foot length that fits within this $95\%$.