$4.)$ Using the format shown above, design an algorithm that solves the problem listed below. Make

sure to iden$$fy the inputs and outputs in addi$$on to a step$-$by$-$step plan. Also provide at least

three tests that will produce non$-$zero, valid results. Clearly label all por$$ons of your design.

Consider a square lot which has a side length of $$ feet. During the winter snow must be removed so that

the lot can be used. The snow is falling at a rate such that it takes $$ minutes to snow an inch. What will

the total volume of snow on the lot be in cubic yards if $$ hours pass? Assume that the lot starts off with

no snow.

For example, for the inputs $=30,=13,$ and $=5,$ we expect an output of $64\mathrm{.}103.$

$5.)$ Looking at Problem $4,$ the algorithm can break if we simply implement it in the way described by

the problem. Describe the issue and what can be done to prevent it from happening without

changing the inputs