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A small sugar company produces brown sugar and white sugar. In order for the company to be economically viable, it must produce at least 200boxes of sugar daily company can produce a maximum of 500 boxes of sugar daily. Atleast 100 boxes of brown sugar are to be produced per day. At least 50 boxes and at most 300 boxes of white sugar must be produced daily. Let x be the number of boxes of brown sugar and y be the number of boxes of white sugar that are produced each day. .1 Write down all the algebraic inequalities (in terms of x and y ) which describe the constraints related to the production of sugar. 3.2 Represent the mequalities in 2. I graphically and clearly indicate (shade and label) the feasible region. Use the attached Annexure A. 3.3 profitor R20,90 is made on a box of brown sugar and profit of R30,00 on a box of sugar. Use this information to draw, on the graph for QUESTION 3.2, a profit search-line. (Show all working). 3.4 Use the profit search-line to calculate the minimum and maximum profit the company can make each day