Average demand $=50$ bags$/$day$.$

$$ Each bag cost $$5\mathrm{.}00$ to buy from his distributor.

$$ Tom sells the bags for $$10\mathrm{.}00$ each.

$$ Each time he places an order for snacks, his distributor charges him a $$100$ flat shipment rate. Tom

figures that the time it takes for one of his workers to determine how many snack bags to order and

then put the bags on the shelves to be $45$ minutes per order. His junior workers earn $$20/$hour

$($including fringe costs such as taxes and vacation$).$

$$ The holding rate on property near McCombs is high at $30\%$ because space there is very expensive.

$$ Tom$$s shop is open $7$ days$/$week$,365$ days$/$year$.$Tom also sells $50$ bags of wavy potato chips per day, which have the same price

and cost structure. He notices that his customers seem indifferent between the

regular and wavy potato chips. So$,$ he thinks that he could take care of both his

regular potato chip customers AND his wavy potato chip customers by stocking

only regular potato chips. $($This would raise demand for regular potato chips to

$100$ bags per day.$)$ If Tom does this, what would his new order quantity be$?$