Traci, the new inventory manager at Magyar Golf Supplies, is considering using the economic order quantity $($EOQ$)$ for controlling inventory. She wants to apply the EOQ to a sample product, the Super$-$Z Wedge. The Super$-$Z Wedge has an average demand of $60$ units$/$week with an ordering cost of $$300/$order$.$ The cost of carrying a Super$-$Z Wedge in inventory is $$30\mathrm{.}00/$unit$/$year$.$ Assume $50$ work weeks in a year. The order replenishment lead time is $2$ weeks.

What is the Order Point $($re$-$order point$)$ assuming demand is known and constant?