Traffic Engineers need estimates of the number of vehicles on roads in a local community.

These estimates are used to set the timing of traffic lights and for the design of roadways.

The table contains a set of data for a median sized city that is separated into $46$ zones. The

variable of interest $(Y)$ is the number of daily work trips made in a zone. This variable is

some function of the zone population, the number of dwellings in the zone and the number

of vehicles in the zone.

Using the data in the table, find the minimum and maximum values of $Y.$ Then generate $25$

values of $Y$ using the rand function. Transform each of the $25$ random values $($ui$)$ to values

of $Y$ using the following transformation model:

$Yi=$min$+ui(max-$min$)$