The Harvey Motorcycle Company produces three models: the Tiger, a sure$-$footed dirt bike; the LX$2000,$ a nimble caf$$ racer; and the Golden, a large interstate tourer. This month$$s master production schedule calls for the production of $54$ Goldens, $42$ LX$2000$s$,$ and $30$ Tigers per $7-$hour shift.

What average cycle time is required for the assembly line to achieve the production quota in $7$ hours?

If mixed$-$model scheduling is used, how many of each model will be produced before the production cycle is repeated?

Determine a satisfactory production sequence for the ultimate in small$-$lot production: one unit.