Problem 2. A shop assistant of a flower shop has 2 hours before opening the shop. During this time he makes wreaths and bouquets. The flower shop has 4 metal frame and 18 roses. Everything else is unlimited. The following table (the technological matrix) shows how much each product needs from each resource: metal frame rose time (min) wreath bouquet 1 0 3 2 15 15 stocks 4 18 120 The profit of a wreath is 400, the profit of a bouquet is 300. How much to prepare the shop assistant from these products to maximize profit? Formulate the optimization model of the problem. Solve the problem gra- phically.

Problem 2. A shop assistant of a flower shop has 2 hours before opening the shop. During this time he makes wreaths and bouquets. The flower shop has 4 metal frame and 18 roses. Everything else is unlimited. The following table (the technological matrix) shows how much each product needs from each resource: The profit of a wreath is 400 , the profit of a bouquet is 300 . How much to prepare the shop assistant from these products to maximize profit? Formulate the optimization model of the problem. Solve the problem graphically