(b) Consider the following initial simplex tablean below, for a maximization LP problem. Interpret, deduce and construct the LP model for this set up. (c) Out of a stock of three electronic components A,B and C given as 200,120 and 150 respectively, it is required to produce two types of circuits. Circuit type I requires 20 resistors, 10 transistors and 10 capacitors, while printed circuit type II requires 10 resistors, 20 transistors and 30 capacitors. If a type I circuit sells at Gh.5 cedis each and type II circuit at Gh. 12 cedis each. (i)Formulate the linear Programming problem to get the maximum Financial returns. (c) Out of a stock of three electronic components A,B and C given as 200,120 and 150 respectively, it is required to produce two types of circuits. Circuit type I requires 20 resistors, 10 transistors and 10 capacitors, while printed circuit type II requires 10 resistors, 20 transistors and 30 capacitors. If a type I circuit sells at Gh.5 cedis each and type II circuit at Gh. 12 cedis each. (i)Formulate the linear Programming problem to get the maximum Financial retums. (ii) Advice management about how many of each type should be made to get the maximum financial returns algebraically. TOTAL : 25