Golding Landscaping and Plants

Cynthia (Matson) Kain

Daniel Webster College

Nashua, New Hampshire

6-23-2013

THE SITUATION

To formulate a problem in linear coding, there are three steps in the process; decision variables, a target function and constraints. Decision variables or perhaps " unidentified entities” show what we are solving intended for (Balakrishnan, 2013). In the Golding Landscape case, we are solving for factors to tell us which mixture of chemicals will certainly produce the most affordable results given the limitations. The objective function is to combine these chemicals in such a way regarding create a mixture of fertilizer that may optimally address the northern Virginia climate at most minimized expense. The restrictions are the specs set forth by the chemists in George Mason University. GRAPH AND OR CHART

| C-30| C-92| D-21| E-11| | |

# of pounds| several. 50| 12-15. 00| zero. 00| twenty-seven. 50| | |

Cost| $0. 12| $0. 09| $0. 11| $0. 04| $3. 35| |

Constraints| | | | | В | В | В

50-lbs required| 1| 1| 1| 1| 55. 00| =| 50. 0

E-11 > = 15%| | | | 1| 27. 50| > =| 7. your five

C-92 & C-30 > = 45%| 1| 1| | В | 22. 50| > =| 22. 5| D-21 & C-92 < = 30%| В | 1| 1| В | 15. 00| < =| 15. 0| | | | | | LHS| Sign| RHS

In the data above, the choice variables will be highlighted in yellow. The aim function is green and the blue means the left edge of the constraints formula (Balakrishnan, Managerial Decision Modeling Associate Website, 2012). GRAPHICAL ANSWER

Once plotting the chart statistics (above) on the graph (below), the following is exhibited.

Determining the feasible option region (where all of the trouble constraints overlap) is the aim. CONCLUSION/RISKS

At this juncture, with no ability to gain access to excel solver, drawing findings about the info and the dangers associated with this situatio study is limited to my personal basic expertise. That said, it seems that when appointment the...

Bibliography: Balakrishnan, And. (2012). Bureaucratic Decision Building Companion Web page. Retrieved via Pearson Education: http://wps.prenhall.com/bp_balakrishnan_mdms_3/219/56162/14377680.cw/index.html

Balakrishnan, N. (2013). Managerial Decision Modeling with Spreadsheets. Upper Saddle Lake, NJ: Pearson.

Rowles, E. (2000, Sept. 2010 1). Researching the market for New Products. Retrieved by Cornell. edu: http://hortmgt.dyson.cornell.edu/pdf/smart_marketing/rowles9-00.pdf

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