A room is in the shape of a rectangular box. The shortest path along the surface from one corner $A$ to the opposite corner $B$ has length $\sqrt{29}$ (given the relevant dimensions are $5$ and $2$). Find this shortest distance.
Shortest distance $= \sqrt{5^2 + 2^2} = \sqrt{29}$. (A)
A room is in the shape of a rectangular box. The shortest path along the surface from one corner $A$ to the opposite corner $B$ has length $\sqrt{29}$ (given the relevant dimensions are $5$ and $2$). Find this shortest distance.