An integrated vendor-buyer model for a two-stage supply chain is developed and analyzed. The vendor manufactures the product at a finite rate and delivers it in a number of equal-sized batches to the buyer. The items delivered are presented to the end customers in a display area and/or are kept in the buyer's warehouse. The demand is assumed to be positively dependent on the amount of items shown in the display area. The proposed model determines the buyer's optimal shipment quantity and number of shipments, as well as the vendor's optimal production batch. The objective is to maximize total supply-chain profit. The numerical analysis shows that as long as the maximum display area is not used, it is more valuable for the buyer and the vendor to cooperate in situations when the demand is more stock- dependent. It also shows the effect of double marginalization in this integrated vendor-buyer model.