Question: Solve a Linear Programming Problem using the Graphical Method (CLO1) A company sells citrus and berry juices that are processed using two different processors. Processor

Solve a Linear Programming Problem using the Graphical Method (CLO1)

A company sells citrus and berry juices that are processed using two different processors. Processor A can only be operated for 5 hours a day, while processor B can only be operated for 9 hours a day. The citrus juice requires one hour in processor A and three hours in processor B, while the berry juice requires two hours in processor A and two hours in processor B. Profits from the citrus and berry juices are RM 5 and RM 9, respectively.

Use the graphical method to determine the maximum number of these products that needs to be produced daily for maximum profit (NOTE: the point of intersection must be shown correctly on a scaled graph paper and verified using solutions from simultaneous equations

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